The Post Graduate Program in Mathematics with Skil Development and job oriented education provide you for your golden career . A Master of Science in Mathematics offers advanced study in a wide range of mathematical disciplines, providing students with a deeper understanding of both pure and applied mathematics. The program typically builds on the foundational knowledge gained during undergraduate studies and explores more complex topics such as advanced calculus, abstract algebra, real analysis, topology, number theory, mathematical modeling, and statistics. Students may have the opportunity to specialize in areas such as computational mathematics, financial mathematics, or cryptography, depending on their interests and career goals. Along with rigorous coursework, the program often involves research opportunities, culminating in a thesis or project that contributes original insights to the field. Graduates of an MSc in Mathematics are well-prepared for careers in academia, finance, data analysis, actuarial science, engineering, or technology, and are also well-positioned for further study at the doctoral level.
Duration of programme
Level of Study
Advance Abstract Algebra,Real Analysis -I,Topology-I,Complex Analysis –I,Differential Equation-I
Advance Abstract Algebra -II,Real Analysis-II,Topology-II,Complex Analysis-II,Differential Equations-II
Functional Analysis-I,Integral Transform-I,Special Function-I,Advance Discrete Mathematics ,Partial Differential Equations
Functional Analysis-I,Integral Transform-II ,Metric Spaces & Fixed Point Theory
• PEO-1-The student will be able to define the concepts of group, ring, field, and will be able to readily give examples of each of these kinds of algebraic structures.
• PEO-2-The student will be able to define the concepts of coset and normal subgroup and to prove elementary propositions involving these concepts.
• PEO-3-The student will be able to define the concept of subgroup and will be able to determine (prove or disprove), in specific examples, whether a given subset of a group is a subgroup of the group.
• PEO-4-The student will be able to define and work with the concepts of homomorphism and isomorphism.
• PEO-5-The student will be able to apply the basic concepts of field theory, including field extensions and finite fields.
Graduation in Science with Mathematics
GEN.-45% ST,SC,OBC-40%
