Ph.D.

COURSE.NAME :

Doctor of Philosophy (Ph.D.) in Mathematics

COURSE.SPEC :

Approximation Theory, Associative Rings and Algebras, Calculus of Variation and Optimization, Commutative Rings and Algebras, Category Theory, Coding Theory, Differential Manifolds,, Fixed Point Theory (Metrical and Topological), Fourier Analysis, Functional Analysis, General topology, Group/semi-group Theory and Generalization, Homological Algebra, Graph Theory, Mathematical Programming, Operator Theory, Relativity and Gravitational Theory, Sequence, Series Summability, Special Functions, Variational Inequalities.

COURSE.NOS :

As per the UGC guidelines and availability of seats, each year

COURSE.DEGREE :

Master’s Degree or its equivalent, recognized by the University in Mathematics with not less than an aggregate of 55% marks or its equivalent grade ‘B’ in the UGC 7 point scale (or an equivalent overall average grade point wherever grading system is followed). The candidate should also have obtained the Bachelor’s Degree or its equivalent recognized by the University with not less than an aggregate of 50% marks or its equivalent grade ‘B’ in the UGC 7 point scale (or an equivalent overall average grade in a point scale wherever grading system is followed), subject to any further requirements for eligibility that may be laid down by the University from time to time.

For more detail, please refer to link: https://www.amucontrollerexams.com/

COURSE.COURSE :

Master’s Degree or its equivalent, recognized by the University in Mathematics with not less than an aggregate of 55% marks or its equivalent grade ‘B’ in the UGC 7 point scale (or an equivalent overall average grade point wherever grading system is followed). The candidate should also have obtained the Bachelor’s Degree or its equivalent recognized by the University with not less than an aggregate of 50% marks or its equivalent grade ‘B’ in the UGC 7 point scale (or an equivalent overall average grade in a point scale wherever grading system is followed), subject to any further requirements for eligibility that may be laid down by the University from time to time.

For more detail, please refer to link: https://www.amucontrollerexams.com/

COURSE.JP :

University/ Institute Assistant Professor, Post Doctoral Fellow, Academic Counselor, Teaching Positions.

COURSE.PEO :

Mathematics Ph.D. graduates will demonstrate:

Mastery of fundamental knowledge in Mathematics (Algebra, Analysis, Geometry, and Allied Topics).
Ability to solve problems and communicate solutions in rigorous Mathematical language.
Ability to communicate mathematical concepts effectively.
Ability to conduct independent research.

COURSE.PO :

The PhD (Mathematics) programme's mission is to educate post graduate students of Mathematics to build careers in academia, government agencies, and industries.

Undergone relevant (taught) courses required for undertaking specialized research.
- Identifying unsolved yet relevant problem in a specific field.
- Articulating ideas and strategies for addressing a research problem.
- Undertaken original research on a particular topic.
- Effectively communicating research, through journal publications and conference presentations, to the mathematics community.
- Disseminating research to a broader audience.
Provide opportunities to research students for communication (and discussion) of advanced mathematical topics to undergraduate and graduate students.