MA Design
The University of Lincoln, located in the heart of the historic city of Lincoln, offers...
Mphil/PhD Pure Mathematics
Brayford Pool
INTAKE: Jan & Oct
Program Overview
The MPhil/PhD program in Pure Mathematics at the University of Lincoln offers a rigorous and enriching academic experience for scholars aiming to advance their expertise in foundational mathematical concepts. This program is designed to provide an in-depth exploration of pure mathematics, offering a comprehensive overview of abstract algebra, analysis, and mathematical logic. With a strong emphasis on independent research, the program prepares scholars for impactful contributions to the field of pure mathematics.
Curriculum: The curriculum of the MPhil/PhD in Pure Mathematics at the University of Lincoln is carefully structured to immerse scholars in advanced mathematical theories and methodologies. Scholars engage in coursework covering key areas such as algebraic structures, real and complex analysis, topology, and mathematical logic. The program provides flexibility, enabling scholars to tailor their studies to align with specific research interests within the diverse field of pure mathematics.
Research Focus: The University of Lincoln's MPhil/PhD program in Pure Mathematics spans a broad spectrum of research areas, offering scholars the opportunity to delve into foundational mathematical theories. Research focus areas may include algebraic geometry, number theory, functional analysis, set theory, and category theory. The program encourages scholars to contribute original insights and advancements to the theoretical landscape of pure mathematics.
Industry Engagement: While pure mathematics is inherently theoretical, the program at the University of Lincoln recognizes the importance of mathematical concepts in various industries. Scholars have opportunities to engage in collaborative projects with industries that require advanced mathematical modeling, algorithm development, and problem-solving skills. This industry engagement ensures the practical applicability of pure mathematical theories in real-world scenarios.
Global Perspective: The MPhil/PhD program in Pure Mathematics at the University of Lincoln adopts a global perspective, acknowledging the international nature of mathematical research. Scholars are encouraged to engage with global mathematical communities, collaborate with researchers from different parts of the world, and participate in international conferences. This global outlook enhances the diversity of research perspectives and prepares graduates for contributions to the global mathematical community.
MPhil: 1.5-3 years
Location
Brayford Pool
Score
IELTS 6.5
Tuition Fee
£ 16700
PhD Entry Requirements
Academic Qualifications: Prospective PhD applicants are expected to hold a taught Masters degree in a relevant subject area. The university typically requires a minimum of 60% or above as the standard for academic performance in the completed Masters program.
English Language Proficiency:
- IELTS Requirement: An overall IELTS score of 6.5 or 7.0 is required, with no individual band score falling below 6.0.
- TOEFL Requirement: A minimum overall score of 90 on the TOEFL is accepted, with no sub-score in any section falling below 21.
- PTE Requirement: A minimum overall score of 70 with no individual score below 65.
Students must provide:
- Academic marksheets & transcripts
- Letters of recommendation
- A personal statement - SOP
- Passport
- Other supporting documents as required by the university.
Work experience: Some PhD courses may require relevant work experience in the field.
It is important to note that meeting the minimum entry requirements does not guarantee admission, as the university considers factors such as availability of places and competition for the program. Additionally, some courses may have higher entry requirements or additional selection criteria, such as interviews or portfolio submissions.
The University of Lincoln, located in the United Kingdom, is fostering academic excellence and supporting international students in their pursuit of advanced degrees. Specifically, the university offers a range of scholarships tailored to PhD students, ensuring that talented individuals from around the world have the opportunity to engage in groundbreaking research within a vibrant academic community.
Vice Chancellor's Research Studentship: The University of Lincoln provides the prestigious Vice Chancellor's Research Studentship, which is a fully-funded scholarship designed to attract outstanding international candidates. This scholarship covers tuition fees, a stipend for living expenses, and a research allowance, enabling recipients to focus solely on their doctoral research.
Global Challenges Research Fund (GCRF) Scholarship: Aimed at addressing global challenges, the GCRF Scholarship supports international PhD students undertaking research that contributes to sustainable development goals. This scholarship encompasses financial support for tuition, living expenses, and research-related costs, emphasizing the university's impactful, globally-relevant research.
International Alumni Scholarship: The University of Lincoln values its international alumni and acknowledges their potential to contribute to ongoing research endeavors. The International Alumni Scholarship is dedicated to supporting former international students who choose to pursue a PhD at Lincoln, providing financial assistance for tuition fees and living expenses.
Graduates of the MPhil/PhD program in Pure Mathematics at the University of Lincoln are equipped with advanced mathematical expertise and a deep understanding of foundational mathematical theories. This specialized knowledge opens up diverse and influential career paths in academia, research institutions, and industries that require advanced mathematical modeling and problem-solving skills.
University Professor or Lecturer in Mathematics: Graduates can pursue academic careers as university professors or lecturers in mathematics. This role involves teaching, mentoring students, and conducting groundbreaking research to contribute to the advancement of pure mathematics.
Research Mathematician in Institutes and Laboratories: Graduates may choose to work as research mathematicians in institutes, laboratories, or research centers. This role involves exploring unsolved mathematical problems, developing new theorems, and contributing to the broader mathematical community's understanding of pure mathematics.
Cryptographer in Cybersecurity: With a focus on number theory and abstract algebra, graduates can explore careers in cryptography, contributing to the development of secure communication protocols and encryption algorithms. This role is relevant in cybersecurity and information technology industries.
Data Scientist or Statistician in Industries: Graduates with strong analytical skills can pursue careers as data scientists or statisticians in industries that rely on advanced mathematical modeling. This includes sectors such as finance, healthcare, and technology, where mathematical insights drive decision-making processes.
Algorithm Developer in Technology Companies: Graduates may choose to work in technology companies as algorithm developers, designing and optimizing algorithms for various applications. This role is essential in areas such as artificial intelligence, machine learning, and computational optimization.
Quantitative Analyst in Finance: Graduates with expertise in mathematical finance can explore careers as quantitative analysts in financial institutions. This role involves developing models for risk assessment, pricing financial instruments, and making data-driven investment decisions.
Mathematics Curriculum Developer: Graduates can contribute to educational institutions by working as mathematics curriculum developers. This role involves designing and enhancing mathematical curricula, developing educational materials, and implementing innovative teaching approaches.
Consultant in Operations Research: Graduates may pursue careers as consultants in operations research, applying mathematical modeling to optimize organizational processes and decision-making. This role is relevant in industries such as logistics, supply chain management, and manufacturing.
Government Policy Advisor on Mathematical Matters: Graduates can contribute to governmental initiatives by working as policy advisors on mathematical matters. This role involves providing expert insights to shape policies related to research funding, education, and the application of mathematics in public policy.
Mathematics Outreach and Education Specialist: Graduates interested in education and outreach can work as specialists in mathematics education. This role involves developing outreach programs, conducting educational workshops, and inspiring the next generation of mathematicians.
Editor or Reviewer for Mathematical Journals: Graduates can contribute to the dissemination of mathematical knowledge by working as editors or reviewers for mathematical journals. This role involves evaluating and enhancing the quality of research submissions and contributing to the peer-review process.
