About Department
The Department of Mathematics was founded in 2009 under the name University Department Mathematics. It started with Master program offering to Postgraduate students and Research Program for higher educations. Nevertheless, Mathematics plays a vital role in Science, Engineering, Health Sector, Information Technology, Social Science and more areas. It is clearly reflected from the fact that it conducts all the mathematics courses offered in different universities colleges of UG and PG program in mathematics.
A gamut of very motivated, qualified, and talented faculty is actively engaged in teaching and research in pure and applied mathematics so that the reflection of Kolhan University may be spread in education and research field in India as well as abroad.
Aims & Objective:
To become a globally recognized center of excellence in teaching and research, producing excellent academicians, professionals, and innovators who can positively contribute to society.
Faculty Members
1. Head : Dr. B. K. Sinha ( HOD & Associate Professor)
2. Faculty members : Mr. Mahendra Kumar Rana (Assistant Professor), Gulzar Nazra Tabassum (Teaching Assistant)
3. Our recognised Ph.D supervisor from colleges :
Courses
M.Sc. / Ph.D.
|
Sl. No. |
|
Starts From Session |
Intake |
Remarks |
|
1. |
Master |
2021-2023 |
94 |
Course is running |
|
2020-2022 |
119 |
Course is running |
||
|
2019-2021 |
92 |
Pass out |
||
|
2018-2020 |
72 |
Pass out |
||
|
2017-2019 |
63 |
Pass out |
||
|
2016-2018 |
58 |
Pass out |
||
|
2. |
Ph.D. Course Work |
2016-2017 |
5 |
Pass out |
|
3. |
Ph.D. |
2019 |
2 |
Pursuing |
Research
- Research Area: Locally Compact Topological Groups, Haarmeasure, Haar Integrals, Dimension Theory, Locally Compact Topological Vector Space, Combinatorics, Discrete Mathematics, Orthogonal Design, Hadamard Matrices, Generalization of Hadamard Matrices, Abstract Algebra.
- Specialization: Boundary Layer Theory, Numerical Methods & Statistics, Operation Research, Advanced Real-Analysis, Calculus of Variations, Advanced Set Theory and Mathematical Modeling.