INTRODUCTION

The MSC in Applied Mathematics offers a comprehensive curriculum, providing students with advanced mathematical knowledge and exposure to cutting-edge research. Through online instruction, students delve into topics like real numbers, sequences, limits, differentiation, and integration, deepening their understanding of calculus foundations. The program also covers abstract algebra, exploring algebraic structures such as groups, rings, fields, vector spaces, and modules. Within this framework, students engage with group theory, ring theory, field theory, and linear algebra, gaining proficiency in fundamental mathematical concepts.

This interdisciplinary approach equips students with the analytical skills necessary for tackling real-world problems across various industries. By integrating theoretical learning with practical applications, the program fosters critical thinking and problem-solving abilities essential for success in academic and professional spheres. With access to state-of-the-art resources and expert guidance, students have the opportunity to contribute to groundbreaking research initiatives and advancements in the field of mathematics. Whether pursuing careers in academia, research, finance, technology, or other sectors, graduates emerge prepared to excel and make significant contributions to their chosen fields.

ELIGIBILITY

Science (PCM) Graduate from a recognised University is eligible for admission into M.Sc. (Mathematics) programme.

DURATION ( 2 year/4 semester)

M.Sc. program is a comprehensive 2-year program that covers a range of subjects and equips students with essential knowledge and skills.

WHAT BENEFITS CAN PARTICIPANTS EXPECT FROM THE PROGRAM?

1. Cultivate an extensive industry stakeholder network, fostering invaluable connections for future career prospects.
2. Access meticulously curated course materials, thoroughly vetted by academic experts, ensuring a comprehensive understanding of the subject matter.
3. Conveniently take exams online, providing flexibility and ease of assessment for students.
4. Participate in doubt removal sessions, reinforcing foundational knowledge and ensuring a strong grasp of key concepts.
5. Acquire advanced skills and in-depth knowledge pertinent to the course, enhancing professional competence and marketability.
6. Seamlessly balance education with work or other commitments, facilitating continuous learning without disrupting existing engagements.
7. Elevate employability by upskilling in specific areas of study, aligning qualifications with industry demands and trends.
8. Expand future research and educational opportunities, laying a solid foundation for further academic pursuits.
9. Explore career pathways in emerging fields of study, capitalizing on evolving industry landscapes and niche specialties.
10. Attain a globally recognized and accredited degree, opening doors to international career opportunities and academic collaborations.
11. Pursue education affordably and at one's own pace, ensuring accessibility without financial constraints or time limitations.
12. Enjoy flexible learning options, accessing course materials and resources anytime, anywhere, catering to diverse schedules and preferences.