India’s New Education Policy 2020: Highlights and opportunities

<p><strong><span style="font-size:16px;"><span style="color:#800080;">Executive Summary</span></span></strong></p><p>India’s first Education Policy was passed and implemented in 1986. After thirty-four years, the National Education Policy (NEP) for India has been updated, revised and approved on 29 July 2020. The policy signifies a huge milestone for India’s Education system, which will certainly make India an attractive destination for higher education world-wide.</p><p>The policy is based on the pillars of “Access, Equity, Quality, Affordability, Accountability” and will transform India into a <strong>vibrant knowledge hub</strong></p><p>NEP 2020 emphasises systemic and institutional improvements to regulation, governance and promotion of multidisciplinary academics and research in Indian HEIs.</p><p>Several aspects of the plan may create new opportunities for UK HEIs. For example, changes to the basic education system will make Indian school leavers more prepared to directly enter a UK undergraduate programme; a new nationwide academic credit system will simplify credit recognition partnerships between UK and Indian universities; and legislation will soon be submitted to allow leading overseas universities (institutions ranked in the top 100 worldwide) to open branch campuses in India. At the same time there may be consultancy opportunities related to the quality focus of the new education policy.</p><p><span style="color:#800080;"><span style="font-size:16px;"><strong>Challenges in the current Higher Education System: </strong></span></span></p><ol><li>Fragmented higher education ecosystem</li><li>Poor learning outcomes and development of cognitive skills of students</li><li>Rigid, inflexible separation of disciplines for eg: An arts stream student cannot study any science related subject at HE.</li><li>Lack of quality higher education in socioeconomically challenged areas</li><li>Low teacher and institutional autonomy to innovate and excel</li><li>Inadequate career management and progression for faculty/institutional leaders</li><li>Lack of research funding across disciplines</li><li>Sub-optimal governance and leadership of HEIs</li><li>Poor regulatory mechanism that inhibits growth of excellent and innovative HEIs</li><li>Large number of affiliations to universities resulting in poor undergraduate performance</li></ol><p><span style="font-size:16px;"><span style="color:#800080;"><strong>Key highlights of the New National Education Policy</strong></span></span></p><ol><li>The NEP brings about a range of changes in the system of higher education aiming to improve it with the goal of “creation of greater opportunities for individual employment.<br>The key highlights from the new policy aim at:<ol style="list-style-type:lower-alpha;"><li>Creating an HE system consisting large, multidisciplinary universities and colleges, with at least one in or near every district, and more HEIs across India which offer their programmes in local/Indian languages</li><li>Shifting from a rigid HE curriculum to multidisciplinary undergraduate education]</li><li>Offering faculty and institutional autonomy</li><li>Revamping the curriculum, pedagogy, assessment, and student support for enhanced student experiences</li><li>Reaffirming the integrity of faculty and institutional leadership positions through merit- appointments and career progression based on teaching, research, and service</li><li>Establishing National Research Foundation to fund brightest, peer-reviewed research and to actively seed research in universities and colleges</li><li>Improved Governance of HEIs by high qualified independent boards having academic and administrative autonomy</li><li>“light but tight” regulation by a single regulator for higher education;</li><li>Giving increased access, equity, and inclusion through a range of measures such as offering scholarships by private/philanthropic universities for disadvantaged and underprivileged students</li><li>Giving access to education to all learners (disadvantage/ learners with special needs) through online education, and Open Distance Learning (ODL).</li></ol></li><li value="2">A goal of the NEP is to increase the Gross Enrolment Ratio in higher education, including vocational education to 50part percent by 2035 from 26.3 percent as of 2018.</li></ol><ol><li value="3">NEP will replace the fragmented nature of India’s existing higher education system and instead bring together higher education institutions (HEIs) into large multidisciplinary universities, colleges, and HEI clusters/knowledge hubs. The policy states that over time, single-stream HEIs will be phased out over time.</li><li value="4">For now, while the NEP states that a system of granting graded autonomy based on accreditation will be adopted for colleges, eventually, the aim is to transform them into an autonomous degree-granting college, or a constituent college of a university.</li></ol><ol><li value="5">New and existing HEIs will evolve into three distinct categories:<ol style="list-style-type:lower-roman;"><li>Research Universities (RUs)&nbsp;</li><li>Teaching Universities (TUs)</li><li>Autonomous Degree Granting Colleges (ACs)</li></ol></li></ol><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>Systemic Change - Effective Governance Structure for HEIs: Transforming the regulatory structure</strong></span></span></span></p><p><span style="font-family:arial,helvetica,sans-serif;">The new policy strives to create a fine balance ensuring ‘minimal government and maximum governance’ in the HEIs and facilitating continued excellence in education and research. The Ministry of Human Resource will be called <a href="https://www.mhrd.gov.in/" target="_blank"><strong>Ministry of Education</strong></a></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><strong>Key changes that the policy advocates around improving the governance standards in HEIs: </strong></span></p><ol><li><span style="font-family:arial,helvetica,sans-serif;">For each HEI there will be a <strong>Board of Governors (BoG)</strong> consisting of highly qualified, competent, and dedicated individuals with proven capabilities and commitment to the institution.</span></li></ol><ol><li value="2"><span style="font-family:arial,helvetica,sans-serif;">The BoG of each institution will be empowered to govern the institution free of any political or external interference, make all appointments, including that of head of the institution, and take all decisions regarding governance.</span></li></ol><ol><li value="3"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Higher Education Regulatory Authority (NHERA)</strong>, will be set up to regulate in a ‘light but tight’ and facilitative manner, meaning that a few important matters - particularly financial integrity, good governance, and full online and offline public disclosure of all finances, procedures, faculty/staff, courses, and educational outcomes - will be very effectively regulated, while leaving the rest to the judgment of the HEIs, which is essential to institutional autonomy, innovation, and pursuit of excellence.</span></li></ol><ol><li value="4"><span style="font-family:arial,helvetica,sans-serif;"><strong>National</strong> <strong>Accreditation Authority (NAA) </strong>will be tasked to provide accreditation to HEIs and in the long run it will become a binary process in line with global practice.</span></li></ol><ol><li value="5"><span style="font-family:arial,helvetica,sans-serif;">A new <strong>General Education Council (GEC)</strong> shall be set up to frame expected learning outcomes for higher education programmes, also referred to as ‘graduate attributes.’</span></li></ol><ol><li value="6"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Higher Education Qualification Framework (NHEQF) </strong>will be formulated by the GEC and will be in sync with the National Skills Qualifications Framework (NSQF). Higher education qualifications leading to a degree/diploma/certificate will be described by the NHEQF in terms of such learning outcomes. In addition, the GEC will set up facilitative norms for issues, such as credit transfer, equivalence, etc. through the NHEQF.</span></li></ol><ol><li value="7"><span style="font-family:arial,helvetica,sans-serif;"><strong>Higher Education Grants Commission (HEGC)</strong> will be created and will take care of funding and financing of higher education based on transparent criteria, including the Institutional Development Plans, (IDPs) prepared by the institutions and the progress made in the implementation of the IDPs. HEGC will be entrusted with disbursement of scholarships and on developmental funds for new focus areas and expanding quality programme offerings in HEIs across disciplines and fields.</span></li></ol><ol><li value="8"><span style="font-family:arial,helvetica,sans-serif;">The professional councils, such as ICAR, VCI and NCTE etc, referred to as <strong>Professional Standard Setting Bodies (PSSBs)</strong> will be invited to be members of the GEC. As members of the GEC, they would specify the curriculum framework, against which educational institutions will prepare their own curricula. They would also set the standards or expectations in focussed fields of learning and practice while having no regulatory role.</span></li></ol><ol><li value="9"><span style="font-family:arial,helvetica,sans-serif;">The regulatory system, with the <strong>National Higher Education Regulatory Council (NHERC) </strong>is set to function as one single regulator for the higher education sector, including teacher education, but excluding medical and legal education.</span></li></ol><ol><li value="10"><span style="font-family:arial,helvetica,sans-serif;">Mode of Education to become more flexible (blended approach). <strong>National Educational Technology Forum (NETF)</strong> would be created. E-courses will be developed in eight regional languages initially and virtual labs will be developed</span></li></ol><ol><li value="11"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Research Foundation (NRF)</strong> to promote high quality research. NRF will be soon set-up and it would look after funding, mentoring, and building ‘quality of research’ in India. The NRF aims to fund researchers working across streams in India. In order to bring non-science disciplines of research in its ambit, NRF will fund research projects across four major disciplines –Sciences; Technology; Social Sciences; and Arts and Humanities.</span></li></ol><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>NEP’s Student-centric approach </strong></span></span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a school student: </strong></u></span></p><ul><li><span style="font-family:arial,helvetica,sans-serif;">For schools, the purpose is to make learning less stressful and more learner oriented. New subjects like coding will be introduced at an earlier level, from class 6, to modernize the syllabi, as per the policy.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">The NEP also envisages exams for students from Class 3 onwards. All students will take school examinations in Grades 3, 5, and 8, which will be conducted by the appropriate authority. Board exams for grades 10 and 12 will be continued, but redesigned with holistic development as the aim</span></li><li><span style="font-family:arial,helvetica,sans-serif;">The policy states that the Government of India will constitute a ‘Gender Inclusion Fund’ to build the nation’s capacity to provide equitable quality education for all girls as well as transgender students</span></li><li><span style="font-family:arial,helvetica,sans-serif;">A key highlight of the New Education Policy is establishing a common guiding set of National Professional Standards for Teachers (NPST) that will be developed by 2022, by the National Council for Technical Education (NCTE)</span></li><li><span style="font-family:arial,helvetica,sans-serif;">The NEP sticks to the ‘three-language formula’ while emphasising that no language would be imposed on anyone. The policy document also lays emphasis on Sanskrit, which it calls an important modern language mentioned in the Eighth Schedule of the Constitution of India. Sanskrit will be offered at all levels of school and higher education as an important, enriching option for students, including as an option in the three-language formula.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">Board exams will be made ‘easier’, as they will test primarily core capacities and competencies, stress will be reduced to students and parents. The policy also suggests options to make exams stress-free. For instance, school boards could provide options to students on whether they want to take a tough maths exam or the comparatively easier version.</span></li></ul><table border="1" cellpadding="1" cellspacing="1" style="width:500px;"><tbody><tr><td><span style="font-family:arial,helvetica,sans-serif;"><img alt="" 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"></span></td></tr></tbody></table><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:9px;">Image by Newslaundry, dated 12 Aug 2020</span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a Higher Education student: </strong></u></span></p><p><span style="font-family:arial,helvetica,sans-serif;">The NEP is more student centric, giving flexibility to students to pursue their passion at the same time enhancing their skills enabling them to become more employable.</span></p><ul><li><span style="font-family:arial,helvetica,sans-serif;">Undergraduate degrees will be of either a three or four-year duration, with multiple exit options within this period, with appropriate certifications for those dropping out at a certain point in the course. HEIs will also be able to offer masters courses of different designs, based on the undergraduate degree of the student.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">The NEP replaces homogenous format (arts and science) to concept of singular streams (arts/science) called Liberal Education</span></li></ul><ul><li><span style="font-family:arial,helvetica,sans-serif;">The notion of a physical campus or geographical location to dissolve giving flexibility to students to study either in a national or an international institution</span></li></ul><ul><li><span style="font-family:arial,helvetica,sans-serif;">A multidisciplinary approach to implement an “Academic Bank of Credit (ABC)”, which will be able to digitally store academic credits earned from various recognised HEIs (national and international). This will allow degrees from an HEI to be awarded considering credits earned.</span></li><li><span style="font-family:arial,helvetica,sans-serif;"><strong>ABC explained </strong></span></li></ul><ol><li><span style="font-family:arial,helvetica,sans-serif;">Up to grade 5 pre-schools: a new basic learning program will be created by government for parents to teach children up to 3 years at home and for preschool 3 to 6</span></li><li><span style="font-family:arial,helvetica,sans-serif;">Grades 6 to 8 Middle School, - From 6th standard onwards vocational courses available</span></li><li><span style="font-family:arial,helvetica,sans-serif;">Grades 8 to 11 High School - From 8th to 11 students can choose subjects</span></li><li><span style="font-family:arial,helvetica,sans-serif;">Grades 12 onwards Graduation: Any Degree will be 4 years and all graduate courses will have major and minor, for example, a science student can have Physics as Major and Music as a minor. Any combination can be chosen with multiple entry and exit from any course. The credit system for graduation for each year will allow students to receive credits which can be utilized later should they decide to take a break in the course and complete later. The syllabus will be reduced to core knowledge of any subject only and more focus on student practical and application knowledge</span></li></ol><ul><li><span style="font-family:arial,helvetica,sans-serif;">Top 100 Universities across globe will be allowed to set their campuses in India. These foreign universities will be given special dispensation regarding regulatory, governance, and content norms on par with other autonomous institutions of India.</span></li></ul><p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a researcher</strong></u></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><strong>National Research Foundation (NRF)</strong></span></p><p><span style="font-family:arial,helvetica,sans-serif;">A robust and responsive research ecosystem is needed to accelerate the pace of economic, social and academic pursuit in India. The NRF will be an institution specially set up to help channel systematic investment in research and innovation for India which has been low (0.69% of GDP) in comparison to the US (2.8%), China (2.1%) Israel (4.3%) and South Korea (4.2%).</span></p><p><span style="font-family:arial,helvetica,sans-serif;">NRF will promote a culture of research in Indian Education ecosystem by:</span></p><ol style="list-style-type:lower-alpha;"><li><span style="font-family:arial,helvetica,sans-serif;">funding competitive peer-reviewed grant proposals of all types and across all disciplines</span></li><li><span style="font-family:arial,helvetica,sans-serif;">seeding, growing, and facilitating research at academic institutions, particularly at universities and colleges where research is currently in a nascent stage, through mentoring of such institutions</span></li><li><span style="font-family:arial,helvetica,sans-serif;">acting as a liaison between researchers and government as well as industry, so that research scholars are constantly made aware of the most urgent and current national research issues</span></li><li><span style="font-family:arial,helvetica,sans-serif;">ensuring policymakers are constantly made aware of the latest research breakthroughs; this would allow breakthroughs to be brought into policy and/or implementation in an optimal fashion;</span></li><li><span style="font-family:arial,helvetica,sans-serif;">recognising outstanding research and progress achieved via NRF funding/mentoring across subjects, through prizes and special seminars recognising the work of the researchers.</span></li></ol><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>NEP and Teachers’ development </strong></span></span></span></p><ol><li><span style="font-family:arial,helvetica,sans-serif;">Stand-alone Teacher Education institutions will be converted into multi-disciplinary institutions by 2030 offering 4-year integrated teacher preparation programme.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">All fresh Ph.D. entrants, irrespective of discipline, will be required to take credit-based courses in teaching/education/pedagogy/writing related to their chosen PhD subject during their doctoral training period.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">PhD students will also have a minimum number of hours of actual teaching experience gathered through teaching assistantships and other means. Ph.D. programmes at universities around the country will be reoriented for this purpose.</span></li><li><span style="font-family:arial,helvetica,sans-serif;">A National Mission for Mentoring will be established, with a large pool of outstanding senior/retired faculty – including those with the ability to teach in Indian languages to provide mentorship to university/ college teachers.</span></li></ol><p><span style="color:#800080;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>UK India Alignment</strong></span></span></span></p><table border="1" cellpadding="5" cellspacing="0"><tbody><tr><td colspan="2" style="width:679px;height:23px;"><p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>MOBILITY</strong></span></span></span></p></td></tr><tr><td style="width:346px;height:23px;"><p align="center"><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>NEP Highlights</strong></span></span></p></td><td style="width:333px;height:23px;"><p align="center"><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>What it means for UK HEIs</strong></span></span></p></td></tr><tr><td style="width:346px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Schools:</strong></span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The existing 10+2 board structure at schools is dropped, and <strong>the new structure will be 5+3+3+4 years of schooling.</strong>&nbsp; All schools’ exams will be semester wise twice a year.</span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The actual number of years remain the same and the new structure now includes play school/ nursery/ kindergarten classes combined with classes 1 and 2. This gives a thrust to early childhood care and education, formalising early education into the formal system.</span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The new structure divides the structure into cognitive developmental stages of the child – early childhood, school years, and secondary stage.</span></span></p></td><td style="width:333px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">This new system should not affect UG admissions in the UK as the number of years Indians stay in school remain the same. The new policy does however allow students to exit at grade 10 and re-enter the system at grade 11 and this might offer opportunities for Indian students to finish their schooling in the UK and transition to the HE system there more seamlessly.</span></span></p><p>&nbsp;</p></td></tr><tr><td style="width:346px;height:17px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Higher education:</strong></span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">All undergraduate degrees will be 3-4 years in duration with multiple exit and entry options within this period. If a student completes one year, they get a basic certificate, if they complete two years, they will get a diploma and if they complete the full course, the student receives a degree certificate. So, no year of any student will be wasted if students decide to break the course in between. <strong>An Academic Bank of Credit (ABC) system</strong> will allow a student to digitally store the academic credits earned from various HEIs so that the degree from an HEI can be awarded considering credits earned.</span></span></p></td><td style="width:333px;height:17px;"><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This means credit recognition / transfer agreements will become simpler for Indian students and HEIs will find it easier to accept students from Indian institutions at any point in their education journey. If students decide to defer going to the UK by a year (e.g. a pandemic situation like this one would make this a highly possible scenario) they can simply transfer credits and join later and continue their journey. Traditional mobility timelines are no longer the only options. UK HEIs will have the flexibility to admit student mid-way through their degrees perhaps even increasing their intake numbers.</span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This enables a standardised agreement on UK-India HEI partnerships and collaborations as well around credit transfer, making the process easier.</span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Academic flexibility ensures students won’t lose time, effort and money if they change their HEI or don’t complete the full course.</span></span></p></td></tr><tr><td style="width:346px;height:17px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">All programmes, courses, curricula, pedagogy across subjects, including those in in-class, in online and in ODL modes, as well as student support will aim to achieve global standards of quality. This will also help in having larger numbers of international students studying in India and provide greater mobility to students in India who may wish to visit, study at, transfer credits to, or carry out research at institutions abroad, and vice versa.</span></span></p></td><td style="width:333px;height:17px;"><p>&nbsp;</p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">This provides higher opportunities around partnership and collaboration between Indian and UK HEIs which could lead to higher mobility, research, joint programmes and more. Indian institutions will be comparable to international standards and that increases the various touchpoints for UK HEIs in India manifold. TNE could become more viable.</span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">Equally outward mobility from the UK allows UK HEIs to offer diverse programme opportunities to their students through agreements with Indian HEIs.</span></span></p></td></tr><tr><td colspan="2" style="width:679px;"><p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>RESEARCH</strong></span></span></span></p></td></tr><tr><td style="width:346px;"><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">HEIs will have the flexibility to offer different designs of Masters programmes, (a) there may be a two-year programme with the second year devoted entirely to research for those who have completed the three-year Bachelors programme; (b) for students completing a four-year Bachelors programme with Research there could <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">be a one-year Masters programme</strong> and (c) there may be an integrated five-year Bachelor’s/Masters programme. Undertaking a PhD shall require either a master’s degree or a 4-year bachelor’s degree with Research. The M.Phil. programme will be discontinued.</span></span></p></td><td style="width:333px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The <strong>acceptance of one-year master’s Programme </strong>after completing a 4-year bachelor’s programme with Research, will create opportunities for UK universities to promote and attract Indian students for the one-year masters’, which has been in debate for many years. This will ensure confidence in Indian students studying PG in UK and will further increase numbers to UK.</span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The Indian government’s official recognition of the UK one-year masters too will be in focus now.</span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">It will be important for UK HEIs to align the subjects with the Research year in a 4 Year Degree programme. UK HEIs need to ensure they can accept Indian students at any point in the UG journey.</span></span></p></td></tr><tr><td colspan="2" style="width:679px;"><p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="color:#800080;"><span style="font-size:16px;"><strong>CONSULTANCY</strong></span></span></span></p></td></tr><tr><td style="width:346px;"><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Model public universities for holistic education at par with Indian Institute of Technology (IITs), Indian Institute of Management (IIMs), etc called Multidisciplinary Education and Research Universities (MERU) will be set up and will aim to reach the global status.</span></span></p></td><td style="width:333px;"><p><span style="font-family:arial,helvetica,sans-serif;">This will open paid <strong>consultancy opportunities</strong> in developing academic and accreditation framework at par with HEIs of UK and other countries. Mobility can be encouraged as part of MoUs and long-term partnerships with the MERUs.</span></p></td></tr><tr><td style="width:346px;"><p><span style="font-family:arial,helvetica,sans-serif;">HEIs as part of multidisciplinary education will focus on research &amp; innovation by setting up <span style="font-size:12px;"><strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">start-up incubation centres, technology development centres, centres in frontier areas of research</strong>, </span>greater industry-academic linkages, and <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">inter-disciplinary research</strong> including humanities/social science research.</span></p></td><td style="width:333px;"><p><span style="font-family:arial,helvetica,sans-serif;">Opportunities around <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;"><span style="font-size:12px;">paid consultancy, faculty/ student exchange and curriculum development and training</span> </strong>to support the HEIs both at National and State levels. This will also encourage UK students to come and spend a semester/ year and earn credits.</span></p></td></tr><tr><td style="width:346px;"><p><span style="font-family:arial,helvetica,sans-serif;">Effective learning requires relevant curriculum, engaging pedagogy, continuous formative assessment and adequate student support. The curriculum to be updated regularly aligning with the latest knowledge requirements and shall meet specified learning outcomes. High-quality pedagogy is necessary to successfully impart the curricular material to students; pedagogical practices determine the learning experiences that are provided to students - thus directly influencing learning outcomes. The assessment methods to be scientific in approach. Further, the development of capacities that promotes student wellness, - such as fitness, good health, psycho-social well-being, and sound ethical grounding - are also critical for high-quality learning. Often, higher education represents the first time in students’ lives when they are living and working independently, leading to stress and pressures in student life leading to threat to their wellness. Robust care and support systems are thus vital for maintaining beneficial conditions for student wellness and form an important precondition for effective learning.</span></p><p>&nbsp;</p><p><span style="font-family:arial,helvetica,sans-serif;">Institutions and faculty will have the autonomy to innovate on matters of curriculum, pedagogy, and assessment within a broad framework of higher education qualifications that ensures consistency across institutions and equivalence across programmes, in the ODL (online distance learning), online and the traditional ‘in-class’ modes (blended approach).</span></p><p><span style="font-family:arial,helvetica,sans-serif;">Important to note here:</span></p><p><span style="font-family:arial,helvetica,sans-serif;">In February 2020, the government announced that the top 100 institutions in India’s National Institutional Ranking Framework can apply to offer fully online degrees. Otherwise, however, Indian universities and colleges are not permitted to offer more than 20 per cent of a degree programme online.</span></p></td><td style="width:333px;"><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">These will open new avenues for UK HEIs to work closely with Indian counterparts for <strong>long-term consultancy, faculty development, online curriculum development and training</strong>. Many Indian HEIs would like to adopt and have access to world-class content and academician by initiating long term and mutually beneficial partnerships in the space of knowledge economy.</span></span></p></td></tr><tr><td colspan="2" style="width:679px;height:30px;"><p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="color:#800080;"><span style="font-size:16px;"><strong>PARTNERSHIPS</strong></span></span></span></p></td></tr><tr><td style="width:346px;"><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">India to be promoted as a global study destination providing premium education at affordable costs and restore its role as a Viswa Guru (world leader).</span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">High performing Indian universities to be encouraged to set up campuses in other countries, and similarly, <strong>select universities (e.g., those from among the top 100 universities in the world) to be permitted to operate in India</strong>. A legislative framework facilitating such entry will be put in place, and such universities will be given special dispensation regarding regulatory, governance, and content norms on par with other autonomous institutions of India.</span></span></p></td><td style="width:333px;"><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This is a historic step and will allow UK HEIs to open campus with 100% FDI or in partnership with a local partner. This will allow UK HEIs to recruit students in India and offer flexibility to study part of the degree in UK or in India. Credits earned in both countries will contribute towards awarding a degree. This will ensure students have higher job opportunities.</span></span></p><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Legislation will be soon be submitted to this effect.</span></span></p></td></tr></tbody></table><p>&nbsp;</p><p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><strong>Refer </strong><a href="https://www.mhrd.gov.in/sites/upload_files/mhrd/files/NEP_Final_English_0.pdf" target="_blank"><strong>National Education Policy India</strong></a></span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">For any questions please write to<a href="mailto:aatreyee.guhathakurta@britishcouncil.org"> aatreyee.guhathakurta@britishcouncil.org</a></span></span></p><p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">Authored and compiled by the India Education team.</span></span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p>

After thirty-four years, the National Education Policy (NEP) for India has been updated, revised and approved on 29 July 2020. The policy signifies a huge milestone for India’s Education system, which is expected to make India an attractive destination for higher education world-wide. There are obvious opportunities for the UK as well which we discuss in this report.

<p><strong><span style="font-size:16px;"><span style="color:#800080;">Executive Summary</span></span></strong></p> <p>India’s first Education Policy was passed and implemented in 1986. After thirty-four years, the National Education Policy (NEP) for India has been updated, revised and approved on 29 July 2020. The policy signifies a huge milestone for India’s Education system, which will certainly make India an attractive destination for higher education world-wide.</p> <p>The policy is based on the pillars of “Access, Equity, Quality, Affordability, Accountability” and will transform India into a <strong>vibrant knowledge hub</strong></p> <p>NEP 2020 emphasises systemic and institutional improvements to regulation, governance and promotion of multidisciplinary academics and research in Indian HEIs.</p> <p>Several aspects of the plan may create new opportunities for UK HEIs. For example, changes to the basic education system will make Indian school leavers more prepared to directly enter a UK undergraduate programme; a new nationwide academic credit system will simplify credit recognition partnerships between UK and Indian universities; and legislation will soon be submitted to allow leading overseas universities (institutions ranked in the top 100 worldwide) to open branch campuses in India. At the same time there may be consultancy opportunities related to the quality focus of the new education policy.</p> <p><span style="color:#800080;"><span style="font-size:16px;"><strong>Challenges in the current Higher Education System: </strong></span></span></p> <ol> <li>Fragmented higher education ecosystem</li> <li>Poor learning outcomes and development of cognitive skills of students</li> <li>Rigid, inflexible separation of disciplines for eg: An arts stream student cannot study any science related subject at HE.</li> <li>Lack of quality higher education in socioeconomically challenged areas</li> <li>Low teacher and institutional autonomy to innovate and excel</li> <li>Inadequate career management and progression for faculty/institutional leaders</li> <li>Lack of research funding across disciplines</li> <li>Sub-optimal governance and leadership of HEIs</li> <li>Poor regulatory mechanism that inhibits growth of excellent and innovative HEIs</li> <li>Large number of affiliations to universities resulting in poor undergraduate performance</li> </ol> <p><span style="font-size:16px;"><span style="color:#800080;"><strong>Key highlights of the New National Education Policy</strong></span></span></p> <ol> <li>The NEP brings about a range of changes in the system of higher education aiming to improve it with the goal of “creation of greater opportunities for individual employment.<br />The key highlights from the new policy aim at:<br /> <ol style="list-style-type:lower-alpha;"> <li>Creating an HE system consisting large, multidisciplinary universities and colleges, with at least one in or near every district, and more HEIs across India which offer their programmes in local/Indian languages</li> <li>Shifting from a rigid HE curriculum to multidisciplinary undergraduate education]</li> <li>Offering faculty and institutional autonomy</li> <li>Revamping the curriculum, pedagogy, assessment, and student support for enhanced student experiences</li> <li>Reaffirming the integrity of faculty and institutional leadership positions through merit- appointments and career progression based on teaching, research, and service</li> <li>Establishing National Research Foundation to fund brightest, peer-reviewed research and to actively seed research in universities and colleges</li> <li>Improved Governance of HEIs by high qualified independent boards having academic and administrative autonomy</li> <li>“light but tight” regulation by a single regulator for higher education;</li> <li>Giving increased access, equity, and inclusion through a range of measures such as offering scholarships by private/philanthropic universities for disadvantaged and underprivileged students</li> <li>Giving access to education to all learners (disadvantage/ learners with special needs) through online education, and Open Distance Learning (ODL).</li> </ol> </li> <li value="2">A goal of the NEP is to increase the Gross Enrolment Ratio in higher education, including vocational education to 50part percent by 2035 from 26.3 percent as of 2018.</li> </ol> <ol> <li value="3">NEP will replace the fragmented nature of India’s existing higher education system and instead bring together higher education institutions (HEIs) into large multidisciplinary universities, colleges, and HEI clusters/knowledge hubs. The policy states that over time, single-stream HEIs will be phased out over time.</li> <li value="4">For now, while the NEP states that a system of granting graded autonomy based on accreditation will be adopted for colleges, eventually, the aim is to transform them into an autonomous degree-granting college, or a constituent college of a university.</li> </ol> <ol> <li value="5">New and existing HEIs will evolve into three distinct categories:<br /> <ol style="list-style-type:lower-roman;"> <li>Research Universities (RUs) </li> <li>Teaching Universities (TUs)</li> <li>Autonomous Degree Granting Colleges (ACs)</li> </ol> </li> </ol> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>Systemic Change - Effective Governance Structure for HEIs: Transforming the regulatory structure</strong></span></span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;">The new policy strives to create a fine balance ensuring ‘minimal government and maximum governance’ in the HEIs and facilitating continued excellence in education and research. The Ministry of Human Resource will be called <a href="https://www.mhrd.gov.in/" target="_blank"><strong>Ministry of Education</strong></a></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><strong>Key changes that the policy advocates around improving the governance standards in HEIs: </strong></span></p> <ol> <li><span style="font-family:arial,helvetica,sans-serif;">For each HEI there will be a <strong>Board of Governors (BoG)</strong> consisting of highly qualified, competent, and dedicated individuals with proven capabilities and commitment to the institution.</span></li> </ol> <ol> <li value="2"><span style="font-family:arial,helvetica,sans-serif;">The BoG of each institution will be empowered to govern the institution free of any political or external interference, make all appointments, including that of head of the institution, and take all decisions regarding governance.</span></li> </ol> <ol> <li value="3"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Higher Education Regulatory Authority (NHERA)</strong>, will be set up to regulate in a ‘light but tight’ and facilitative manner, meaning that a few important matters - particularly financial integrity, good governance, and full online and offline public disclosure of all finances, procedures, faculty/staff, courses, and educational outcomes - will be very effectively regulated, while leaving the rest to the judgment of the HEIs, which is essential to institutional autonomy, innovation, and pursuit of excellence.</span></li> </ol> <ol> <li value="4"><span style="font-family:arial,helvetica,sans-serif;"><strong>National</strong> <strong>Accreditation Authority (NAA) </strong>will be tasked to provide accreditation to HEIs and in the long run it will become a binary process in line with global practice.</span></li> </ol> <ol> <li value="5"><span style="font-family:arial,helvetica,sans-serif;">A new <strong>General Education Council (GEC)</strong> shall be set up to frame expected learning outcomes for higher education programmes, also referred to as ‘graduate attributes.’</span></li> </ol> <ol> <li value="6"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Higher Education Qualification Framework (NHEQF) </strong>will be formulated by the GEC and will be in sync with the National Skills Qualifications Framework (NSQF). Higher education qualifications leading to a degree/diploma/certificate will be described by the NHEQF in terms of such learning outcomes. In addition, the GEC will set up facilitative norms for issues, such as credit transfer, equivalence, etc. through the NHEQF.</span></li> </ol> <ol> <li value="7"><span style="font-family:arial,helvetica,sans-serif;"><strong>Higher Education Grants Commission (HEGC)</strong> will be created and will take care of funding and financing of higher education based on transparent criteria, including the Institutional Development Plans, (IDPs) prepared by the institutions and the progress made in the implementation of the IDPs. HEGC will be entrusted with disbursement of scholarships and on developmental funds for new focus areas and expanding quality programme offerings in HEIs across disciplines and fields.</span></li> </ol> <ol> <li value="8"><span style="font-family:arial,helvetica,sans-serif;">The professional councils, such as ICAR, VCI and NCTE etc, referred to as <strong>Professional Standard Setting Bodies (PSSBs)</strong> will be invited to be members of the GEC. As members of the GEC, they would specify the curriculum framework, against which educational institutions will prepare their own curricula. They would also set the standards or expectations in focussed fields of learning and practice while having no regulatory role.</span></li> </ol> <ol> <li value="9"><span style="font-family:arial,helvetica,sans-serif;">The regulatory system, with the <strong>National Higher Education Regulatory Council (NHERC) </strong>is set to function as one single regulator for the higher education sector, including teacher education, but excluding medical and legal education.</span></li> </ol> <ol> <li value="10"><span style="font-family:arial,helvetica,sans-serif;">Mode of Education to become more flexible (blended approach). <strong>National Educational Technology Forum (NETF)</strong> would be created. E-courses will be developed in eight regional languages initially and virtual labs will be developed</span></li> </ol> <ol> <li value="11"><span style="font-family:arial,helvetica,sans-serif;"><strong>National Research Foundation (NRF)</strong> to promote high quality research. NRF will be soon set-up and it would look after funding, mentoring, and building ‘quality of research’ in India. The NRF aims to fund researchers working across streams in India. In order to bring non-science disciplines of research in its ambit, NRF will fund research projects across four major disciplines –Sciences; Technology; Social Sciences; and Arts and Humanities.</span></li> </ol> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>NEP’s Student-centric approach </strong></span></span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a school student: </strong></u></span></p> <ul> <li><span style="font-family:arial,helvetica,sans-serif;">For schools, the purpose is to make learning less stressful and more learner oriented. New subjects like coding will be introduced at an earlier level, from class 6, to modernize the syllabi, as per the policy.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">The NEP also envisages exams for students from Class 3 onwards. All students will take school examinations in Grades 3, 5, and 8, which will be conducted by the appropriate authority. Board exams for grades 10 and 12 will be continued, but redesigned with holistic development as the aim</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">The policy states that the Government of India will constitute a ‘Gender Inclusion Fund’ to build the nation’s capacity to provide equitable quality education for all girls as well as transgender students</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">A key highlight of the New Education Policy is establishing a common guiding set of National Professional Standards for Teachers (NPST) that will be developed by 2022, by the National Council for Technical Education (NCTE)</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">The NEP sticks to the ‘three-language formula’ while emphasising that no language would be imposed on anyone. The policy document also lays emphasis on Sanskrit, which it calls an important modern language mentioned in the Eighth Schedule of the Constitution of India. Sanskrit will be offered at all levels of school and higher education as an important, enriching option for students, including as an option in the three-language formula.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">Board exams will be made ‘easier’, as they will test primarily core capacities and competencies, stress will be reduced to students and parents. The policy also suggests options to make exams stress-free. For instance, school boards could provide options to students on whether they want to take a tough maths exam or the comparatively easier version.</span></li> </ul> <table border="1" cellpadding="1" cellspacing="1" style="width:500px;"> <tbody> <tr> <td><span style="font-family:arial,helvetica,sans-serif;"><img alt="" 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" /></span></td> </tr> </tbody> </table> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:9px;">Image by Newslaundry, dated 12 Aug 2020</span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a Higher Education student: </strong></u></span></p> <p><span style="font-family:arial,helvetica,sans-serif;">The NEP is more student centric, giving flexibility to students to pursue their passion at the same time enhancing their skills enabling them to become more employable.</span></p> <ul> <li><span style="font-family:arial,helvetica,sans-serif;">Undergraduate degrees will be of either a three or four-year duration, with multiple exit options within this period, with appropriate certifications for those dropping out at a certain point in the course. HEIs will also be able to offer masters courses of different designs, based on the undergraduate degree of the student.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">The NEP replaces homogenous format (arts and science) to concept of singular streams (arts/science) called Liberal Education</span></li> </ul> <ul> <li><span style="font-family:arial,helvetica,sans-serif;">The notion of a physical campus or geographical location to dissolve giving flexibility to students to study either in a national or an international institution</span></li> </ul> <ul> <li><span style="font-family:arial,helvetica,sans-serif;">A multidisciplinary approach to implement an “Academic Bank of Credit (ABC)”, which will be able to digitally store academic credits earned from various recognised HEIs (national and international). This will allow degrees from an HEI to be awarded considering credits earned.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;"><strong>ABC explained </strong></span></li> </ul> <ol> <li><span style="font-family:arial,helvetica,sans-serif;">Up to grade 5 pre-schools: a new basic learning program will be created by government for parents to teach children up to 3 years at home and for preschool 3 to 6</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">Grades 6 to 8 Middle School, - From 6th standard onwards vocational courses available</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">Grades 8 to 11 High School - From 8th to 11 students can choose subjects</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">Grades 12 onwards Graduation: Any Degree will be 4 years and all graduate courses will have major and minor, for example, a science student can have Physics as Major and Music as a minor. Any combination can be chosen with multiple entry and exit from any course. The credit system for graduation for each year will allow students to receive credits which can be utilized later should they decide to take a break in the course and complete later. The syllabus will be reduced to core knowledge of any subject only and more focus on student practical and application knowledge</span></li> </ol> <ul> <li><span style="font-family:arial,helvetica,sans-serif;">Top 100 Universities across globe will be allowed to set their campuses in India. These foreign universities will be given special dispensation regarding regulatory, governance, and content norms on par with other autonomous institutions of India.</span></li> </ul> <p><span style="font-family:arial,helvetica,sans-serif;"><u><strong>As a researcher</strong></u></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><strong>National Research Foundation (NRF)</strong></span></p> <p><span style="font-family:arial,helvetica,sans-serif;">A robust and responsive research ecosystem is needed to accelerate the pace of economic, social and academic pursuit in India. The NRF will be an institution specially set up to help channel systematic investment in research and innovation for India which has been low (0.69% of GDP) in comparison to the US (2.8%), China (2.1%) Israel (4.3%) and South Korea (4.2%).</span></p> <p><span style="font-family:arial,helvetica,sans-serif;">NRF will promote a culture of research in Indian Education ecosystem by:</span></p> <ol style="list-style-type:lower-alpha;"> <li><span style="font-family:arial,helvetica,sans-serif;">funding competitive peer-reviewed grant proposals of all types and across all disciplines</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">seeding, growing, and facilitating research at academic institutions, particularly at universities and colleges where research is currently in a nascent stage, through mentoring of such institutions</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">acting as a liaison between researchers and government as well as industry, so that research scholars are constantly made aware of the most urgent and current national research issues</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">ensuring policymakers are constantly made aware of the latest research breakthroughs; this would allow breakthroughs to be brought into policy and/or implementation in an optimal fashion;</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">recognising outstanding research and progress achieved via NRF funding/mentoring across subjects, through prizes and special seminars recognising the work of the researchers.</span></li> </ol> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>NEP and Teachers’ development </strong></span></span></span></p> <ol> <li><span style="font-family:arial,helvetica,sans-serif;">Stand-alone Teacher Education institutions will be converted into multi-disciplinary institutions by 2030 offering 4-year integrated teacher preparation programme.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">All fresh Ph.D. entrants, irrespective of discipline, will be required to take credit-based courses in teaching/education/pedagogy/writing related to their chosen PhD subject during their doctoral training period.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">PhD students will also have a minimum number of hours of actual teaching experience gathered through teaching assistantships and other means. Ph.D. programmes at universities around the country will be reoriented for this purpose.</span></li> <li><span style="font-family:arial,helvetica,sans-serif;">A National Mission for Mentoring will be established, with a large pool of outstanding senior/retired faculty – including those with the ability to teach in Indian languages to provide mentorship to university/ college teachers.</span></li> </ol> <p><span style="color:#800080;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>UK India Alignment</strong></span></span></span></p> <table border="1" cellpadding="5" cellspacing="0"> <tbody> <tr> <td colspan="2" style="width:679px;height:23px;"> <p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>MOBILITY</strong></span></span></span></p> </td> </tr> <tr> <td style="width:346px;height:23px;"> <p align="center"><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>NEP Highlights</strong></span></span></p> </td> <td style="width:333px;height:23px;"> <p align="center"><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>What it means for UK HEIs</strong></span></span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Schools:</strong></span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The existing 10+2 board structure at schools is dropped, and <strong>the new structure will be 5+3+3+4 years of schooling.</strong>  All schools’ exams will be semester wise twice a year.</span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The actual number of years remain the same and the new structure now includes play school/ nursery/ kindergarten classes combined with classes 1 and 2. This gives a thrust to early childhood care and education, formalising early education into the formal system.</span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The new structure divides the structure into cognitive developmental stages of the child – early childhood, school years, and secondary stage.</span></span></p> </td> <td style="width:333px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">This new system should not affect UG admissions in the UK as the number of years Indians stay in school remain the same. The new policy does however allow students to exit at grade 10 and re-enter the system at grade 11 and this might offer opportunities for Indian students to finish their schooling in the UK and transition to the HE system there more seamlessly.</span></span></p> <p> </p> </td> </tr> <tr> <td style="width:346px;height:17px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Higher education:</strong></span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">All undergraduate degrees will be 3-4 years in duration with multiple exit and entry options within this period. If a student completes one year, they get a basic certificate, if they complete two years, they will get a diploma and if they complete the full course, the student receives a degree certificate. So, no year of any student will be wasted if students decide to break the course in between. <strong>An Academic Bank of Credit (ABC) system</strong> will allow a student to digitally store the academic credits earned from various HEIs so that the degree from an HEI can be awarded considering credits earned.</span></span></p> </td> <td style="width:333px;height:17px;"> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This means credit recognition / transfer agreements will become simpler for Indian students and HEIs will find it easier to accept students from Indian institutions at any point in their education journey. If students decide to defer going to the UK by a year (e.g. a pandemic situation like this one would make this a highly possible scenario) they can simply transfer credits and join later and continue their journey. Traditional mobility timelines are no longer the only options. UK HEIs will have the flexibility to admit student mid-way through their degrees perhaps even increasing their intake numbers.</span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This enables a standardised agreement on UK-India HEI partnerships and collaborations as well around credit transfer, making the process easier.</span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Academic flexibility ensures students won’t lose time, effort and money if they change their HEI or don’t complete the full course.</span></span></p> </td> </tr> <tr> <td style="width:346px;height:17px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">All programmes, courses, curricula, pedagogy across subjects, including those in in-class, in online and in ODL modes, as well as student support will aim to achieve global standards of quality. This will also help in having larger numbers of international students studying in India and provide greater mobility to students in India who may wish to visit, study at, transfer credits to, or carry out research at institutions abroad, and vice versa.</span></span></p> </td> <td style="width:333px;height:17px;"> <p> </p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">This provides higher opportunities around partnership and collaboration between Indian and UK HEIs which could lead to higher mobility, research, joint programmes and more. Indian institutions will be comparable to international standards and that increases the various touchpoints for UK HEIs in India manifold. TNE could become more viable.</span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">Equally outward mobility from the UK allows UK HEIs to offer diverse programme opportunities to their students through agreements with Indian HEIs.</span></span></p> </td> </tr> <tr> <td colspan="2" style="width:679px;"> <p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#800080;"><strong>RESEARCH</strong></span></span></span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">HEIs will have the flexibility to offer different designs of Masters programmes, (a) there may be a two-year programme with the second year devoted entirely to research for those who have completed the three-year Bachelors programme; (b) for students completing a four-year Bachelors programme with Research there could <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">be a one-year Masters programme</strong> and (c) there may be an integrated five-year Bachelor’s/Masters programme. Undertaking a PhD shall require either a master’s degree or a 4-year bachelor’s degree with Research. The M.Phil. programme will be discontinued.</span></span></p> </td> <td style="width:333px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The <strong>acceptance of one-year master’s Programme </strong>after completing a 4-year bachelor’s programme with Research, will create opportunities for UK universities to promote and attract Indian students for the one-year masters’, which has been in debate for many years. This will ensure confidence in Indian students studying PG in UK and will further increase numbers to UK.</span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">The Indian government’s official recognition of the UK one-year masters too will be in focus now.</span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">It will be important for UK HEIs to align the subjects with the Research year in a 4 Year Degree programme. UK HEIs need to ensure they can accept Indian students at any point in the UG journey.</span></span></p> </td> </tr> <tr> <td colspan="2" style="width:679px;"> <p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="color:#800080;"><span style="font-size:16px;"><strong>CONSULTANCY</strong></span></span></span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Model public universities for holistic education at par with Indian Institute of Technology (IITs), Indian Institute of Management (IIMs), etc called Multidisciplinary Education and Research Universities (MERU) will be set up and will aim to reach the global status.</span></span></p> </td> <td style="width:333px;"> <p><span style="font-family:arial,helvetica,sans-serif;">This will open paid <strong>consultancy opportunities</strong> in developing academic and accreditation framework at par with HEIs of UK and other countries. Mobility can be encouraged as part of MoUs and long-term partnerships with the MERUs.</span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-family:arial,helvetica,sans-serif;">HEIs as part of multidisciplinary education will focus on research &amp; innovation by setting up <span style="font-size:12px;"><strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">start-up incubation centres, technology development centres, centres in frontier areas of research</strong>, </span>greater industry-academic linkages, and <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;">inter-disciplinary research</strong> including humanities/social science research.</span></p> </td> <td style="width:333px;"> <p><span style="font-family:arial,helvetica,sans-serif;">Opportunities around <strong style="font-family: arial, helvetica, sans-serif; font-size: 0.923em;"><span style="font-size:12px;">paid consultancy, faculty/ student exchange and curriculum development and training</span> </strong>to support the HEIs both at National and State levels. This will also encourage UK students to come and spend a semester/ year and earn credits.</span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-family:arial,helvetica,sans-serif;">Effective learning requires relevant curriculum, engaging pedagogy, continuous formative assessment and adequate student support. The curriculum to be updated regularly aligning with the latest knowledge requirements and shall meet specified learning outcomes. High-quality pedagogy is necessary to successfully impart the curricular material to students; pedagogical practices determine the learning experiences that are provided to students - thus directly influencing learning outcomes. The assessment methods to be scientific in approach. Further, the development of capacities that promotes student wellness, - such as fitness, good health, psycho-social well-being, and sound ethical grounding - are also critical for high-quality learning. Often, higher education represents the first time in students’ lives when they are living and working independently, leading to stress and pressures in student life leading to threat to their wellness. Robust care and support systems are thus vital for maintaining beneficial conditions for student wellness and form an important precondition for effective learning.</span></p> <p> </p> <p><span style="font-family:arial,helvetica,sans-serif;">Institutions and faculty will have the autonomy to innovate on matters of curriculum, pedagogy, and assessment within a broad framework of higher education qualifications that ensures consistency across institutions and equivalence across programmes, in the ODL (online distance learning), online and the traditional ‘in-class’ modes (blended approach).</span></p> <p><span style="font-family:arial,helvetica,sans-serif;">Important to note here:</span></p> <p><span style="font-family:arial,helvetica,sans-serif;">In February 2020, the government announced that the top 100 institutions in India’s National Institutional Ranking Framework can apply to offer fully online degrees. Otherwise, however, Indian universities and colleges are not permitted to offer more than 20 per cent of a degree programme online.</span></p> </td> <td style="width:333px;"> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">These will open new avenues for UK HEIs to work closely with Indian counterparts for <strong>long-term consultancy, faculty development, online curriculum development and training</strong>. Many Indian HEIs would like to adopt and have access to world-class content and academician by initiating long term and mutually beneficial partnerships in the space of knowledge economy.</span></span></p> </td> </tr> <tr> <td colspan="2" style="width:679px;height:30px;"> <p align="center"><span style="font-family:arial,helvetica,sans-serif;"><span style="color:#800080;"><span style="font-size:16px;"><strong>PARTNERSHIPS</strong></span></span></span></p> </td> </tr> <tr> <td style="width:346px;"> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">India to be promoted as a global study destination providing premium education at affordable costs and restore its role as a Viswa Guru (world leader).</span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">High performing Indian universities to be encouraged to set up campuses in other countries, and similarly, <strong>select universities (e.g., those from among the top 100 universities in the world) to be permitted to operate in India</strong>. A legislative framework facilitating such entry will be put in place, and such universities will be given special dispensation regarding regulatory, governance, and content norms on par with other autonomous institutions of India.</span></span></p> </td> <td style="width:333px;"> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">This is a historic step and will allow UK HEIs to open campus with 100% FDI or in partnership with a local partner. This will allow UK HEIs to recruit students in India and offer flexibility to study part of the degree in UK or in India. Credits earned in both countries will contribute towards awarding a degree. This will ensure students have higher job opportunities.</span></span></p> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:12px;">Legislation will be soon be submitted to this effect.</span></span></p> </td> </tr> </tbody> </table> <p> </p> <p><span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;"><strong>Refer </strong><a href="https://www.mhrd.gov.in/sites/upload_files/mhrd/files/NEP_Final_English_0.pdf" target="_blank"><strong>National Education Policy India</strong></a></span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">For any questions please write to<a href="mailto:aatreyee.guhathakurta@britishcouncil.org"> aatreyee.guhathakurta@britishcouncil.org</a></span></span></p> <p><span style="font-size:12px;"><span style="font-family:arial,helvetica,sans-serif;">Authored and compiled by the India Education team.</span></span></p> <p> </p> <p> </p> <p> </p>

<p>After thirty-four years, the National Education Policy (NEP) for India has been updated, revised and approved on 29 July 2020. The policy signifies a huge milestone for India’s Education system, which is expected to make India an attractive destination for higher education world-wide. There are obvious opportunities for the UK as well which we discuss in this report. </p>