Future Talent Scholarship | University of Southampton Delhi

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<button class="dropdown-toggle d-block p-16 text-white text-decoration-none bg-transparent border-0 bg-white-hover text-primary-hover " role="button" data-bs-toggle="dropdown" aria-expanded="false"> Scholarships and bursaries </button> <div class="dropdown-menu w-100 top-100"> <div class="container py-40"> <div class="row"> <div class="col-12 pb-24"> <a class="d-inline-flex align-items-center fs-32 fw-bold text-accent text-decoration-none mb-16 border-2 border-bottom border-black border-opacity-0 border-opacity-75-hover" href="https://delhicampus.southampton.ac.uk/scholarships/"> Scholarships and bursaries <span icon='arrow-right' class='ms-12 d-inline-block' style='width: 0.875rem' aria-hidden='true'> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512" fill="currentColor"><path d="M438.6 278.6c12.5-12.5 12.5-32.8 0-45.3l-160-160c-12.5-12.5-32.8-12.5-45.3 0s-12.5 32.8 0 45.3L338.8 224 32 224c-17.7 0-32 14.3-32 32s14.3 32 32 32l306.7 0L233.4 393.4c-12.5 12.5-12.5 32.8 0 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32l306.7 0L233.4 393.4c-12.5 12.5-12.5 32.8 0 45.3s32.8 12.5 45.3 0l160-160z"/></svg></span> </a> </div> </div> </div> </div> </div> </div> <div class="align-content-center"> <a href="https://www.delhi.southampton.ac.uk/university-of-southampton-delhi-application-form" target='_blank' class='border-0 bg-accent bg-accent-dark-hover text-white text-white-hover fw-bold px-16 py-8 text-decoration-none'> Apply Now </a> </div> </nav> <style> .dropdown-menu { transform: none !important; } </style> </div> <div class="dropdown position-static mobile-nav"> <button class='px-24 h-100 border-0 bg-accent bg-accent-dark-hover text-white text-white-hover fw-bold px-16 py-8' aria-label='Search' data-bs-toggle='dropdown' aria-expanded='false' target='_self'> <span icon='search' aria-hidden='true'> <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M11 19C15.4183 19 19 15.4183 19 11C19 6.58172 15.4183 3 11 3C6.58172 3 3 6.58172 3 11C3 15.4183 6.58172 19 11 19Z" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/><path d="M20.9984 21L16.6484 16.65" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/></svg></span> </button> <div class="dropdown-menu top-100 w-100 rounded-0 bg-primary border-0 py-32"> <div class="container"> <form action="https://delhicampus.southampton.ac.uk/programs" method="get" class="d-flex"> <label class="d-none" for="search">Site search:</label> <input class="py-16 px-16 flex-grow-1" type="search" name="keywords" id="search" class="form-control" placeholder="Search"> <button target='_self' class='border-0 bg-accent bg-accent-dark-hover text-white text-white-hover fw-bold px-16 py-8'> Search </button> </form> </div> </div> </div> </div> </div> <style> .mobile-nav>.dropdown-menu { transform: none !important; } </style> </div> <section class="bg-light py-72"> <div class="border-start border-4 border-marine-2"> <div class="container"> <h1 class="display-2"> Future Talent Scholarship </h1> <ul class="list-unstyled mt-40"> <li class="mb-16 mb-md-12"> <strong class="d-block d-md-inline text-dark"> Applicable programmes: </strong> <span class=" text-dark"> Accounting and Finance, Business Management, Computer Science, Economics, Finance, International Management</span> </li> <li class="mb-16 mb-md-12"> <strong class="d-block d-md-inline text-dark"> Award duration: </strong> <span class=" text-dark"> 1 academic year</span> </li> <li class="mb-16 mb-md-12"> <strong class="d-block d-md-inline text-dark"> Study period covered: </strong> <span class=" text-dark"> Aug 2025 - Jun 2026</span> </li> <li class=""> <strong class="d-block d-md-inline text-dark"> Award type: </strong> <span class=" text-dark"> Competitive scholarship</span> </li> </ul> <a href="https://delhicampus.southampton.ac.uk/forms/competitive-scholarships/" class='mt-40 border-0 bg-accent bg-accent-dark-hover text-white text-white-hover fw-bold px-16 py-8 d-inline-flex gap-16 text-decoration-none' target='_blank'> Apply for this competitive scholarship <span icon='arrow-right' style='width: 0.75rem' aria-hidden='true'> <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512" fill="currentColor"><path d="M438.6 278.6c12.5-12.5 12.5-32.8 0-45.3l-160-160c-12.5-12.5-32.8-12.5-45.3 0s-12.5 32.8 0 45.3L338.8 224 32 224c-17.7 0-32 14.3-32 32s14.3 32 32 32l306.7 0L233.4 393.4c-12.5 12.5-12.5 32.8 0 45.3s32.8 12.5 45.3 0l160-160z"/></svg></span> </a> </div> </div> </section> <section class="my-72"> <div class="container d-grid gap-24 gap-lg-32"> <div class="d-grid gap-24 list-style-arrow"> <h3 class='display-3 text-primary-dark'> About the award <span class="d-block border border-2 border-pink rounded" style="width:70px"></span> </h3> <div> <p>We will offer a Future Talent Scholarship to up to 12 gifted students, selected across all University of Southampton Delhi programmes, in support of their academic studies from August 2025.</p> <p>This competitive scholarship will contribute towards 1 year of tuition fees at University of Southampton Delhi in academic year 25/26. Our Scholarship Committee will make their award decision based on the student鈥檚 impressive past performance and high standards of academic achievement. We will announce the first recipient of our Future Talent Scholarships in May/June 2025, with final recipients announced in July 2025, depending on the release dates of exam board results.</p> </div> </div> <div class="d-grid gap-24 list-style-arrow"> <h3 class='display-3 text-primary-dark'> What we will award <span class="d-block border border-2 border-pink rounded" style="width:70px"></span> </h3> <div> <p>Up to 12 individual awards of a flat contribution of 220,000 INR towards tuition fees due to University of Southampton Delhi in academic year 25/26.</p> </div> </div> <div class="d-grid gap-24 list-style-arrow"> <h3 class='display-3 text-primary-dark'> How we make award decisions <span class="d-block border border-2 border-pink rounded" style="width:70px"></span> </h3> <div> <p>We aim to manage our scholarships and bursaries fairly, providing support for academically gifted students, and helping those who might otherwise struggle to study with us.</p> <p>We consider a range of criteria, including the academic achievements shown on an application to study in addition to individual scholarship and bursary applications. This information helps us to produce a shortlist of candidates for an award. We will invite those on the shortlist to meet with us to discuss their application.</p> <p>A scholarships panel will make a final decision on scholarship and bursary applications.</p> </div> </div> <div class="d-grid gap-24 list-style-arrow"> <h3 class='display-3 text-primary-dark'> Making an application for this award <span class="d-block border border-2 border-pink rounded" style="width:70px"></span> </h3> <div> <p>If you already have made an application to study, you can now <a href="https://delhicampus.southampton.ac.uk/forms/competitive-scholarships/" target="_blank" rel="noopener">make an application</a> for this competitive scholarship.</p> <p>We welcome applications for this competitive scholarship from any domestic student making an application to study any of our programmes in the University of Southampton Delhi August 2025 intake.</p> <p>Students who wish to be considered for this award must complete a specific scholarship application showing impressive past performance and high standards of academic achievement. This should signpost their potential for future excellence in their chosen area of study at University of Southampton Delhi.</p> </div> </div> </div> </section> <section class='my-72'> <div class="container d-grid gap-32"> <div class="max-w-md d-grid gap-24"> <h2 class='display-2 text-primary-dark'> You might also want to know <span class="d-block border border-2 border-pink rounded" style="width:70px"></span> </h2> </div> <div class='accordion'> <div class='accordion-item'> <h3 class="accordion-header"> <button class="accordion-button collapsed text-accent fw-bold flex-row-reverse gap-12 bg-yellow-hover text-dark-hover" type="button" data-bs-toggle="collapse" data-bs-target="#collapse8273c15" aria-expanded="false" aria-controls="collapse8273c15"> <span class="flex-grow-1 " style="line-height: 120%">How can I contribute to the community as a scholarship student?</span> </button> </h3> <div id="collapse8273c15" class="accordion-collapse collapse" > <div class="accordion-body"> We would encourage - and expect - that the recipient of a scholarship or bursary will act as a Student Ambassador to promote University of Southampton Delhi while they study with us. </div> </div> </div> <div class='accordion-item'> <h3 class="accordion-header"> <button class="accordion-button collapsed text-accent fw-bold flex-row-reverse gap-12 bg-yellow-hover text-dark-hover" type="button" data-bs-toggle="collapse" data-bs-target="#collapsefff28c6" aria-expanded="false" aria-controls="collapsefff28c6"> <span class="flex-grow-1 " style="line-height: 120%">How should I expect to receive a scholarship or bursary?</span> </button> </h3> <div id="collapsefff28c6" class="accordion-collapse collapse" > <div class="accordion-body"> There is no cash alternative to the waiver of Tuition Fees made under a scholarship or bursary. We will reduce the amount of Tuition Fees that you will pay by the value of the award. </div> </div> </div> <div class='accordion-item'> <h3 class="accordion-header"> <button class="accordion-button collapsed text-accent fw-bold flex-row-reverse gap-12 bg-yellow-hover text-dark-hover" type="button" data-bs-toggle="collapse" data-bs-target="#collapsef77dc95" aria-expanded="false" aria-controls="collapsef77dc95"> <span class="flex-grow-1 " style="line-height: 120%">Can I apply for a scholarship or bursary?</span> </button> </h3> <div id="collapsef77dc95" class="accordion-collapse collapse" > <div class="accordion-body"> We welcome applications for a scholarship or bursary from any self-funding student who will be paying domestic Tuition Fees. Additional criteria, such as programme eligibility, are shown clearly on individual award pages. 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"> 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