The MPhil program, of 3 semesters’ duration, is conducted in the department as an additional degree. The first two semesters consist of various pure and applied courses, including a research technique and a seminar course. The total credits the students should earn is 16 in each semester. The third semester is for the thesis writing whose approval is publication based.

Objectives:
The main objectives of the MPhil program are to update the mathematics professionals, faculties of university, colleges and improve the quality of research in mathematics. Specifically, the objectives are

• upgrade and update quality for the scholars in Mathematics.
• produce Mathematics researchers.
• promote mathematics research.
• increase mathematical activities.
• explore and apply mathematics in other different fields of studies.
• make mathematics more enjoyable and fruitful.
• prepare for the Ph. D. work of best quality.

Course Structure

4 credit hours (old courses)

Math 711: Algebra
Math 712: Functional Analysis
Math 713: Measure, Integral and Probability
Math 714: Topological Vector Spaces
Math 715: Complex Dynamics
Math 716: Function Spaces
Math 718: Convex Functions
Math 719: Differential Equations
Math 720: Discrete Mathematics
Math 721: Modeling for life sciences
Math 722: Optimization

Math 811: Commutative algebra
Math 812: Banach Space Theory
Math 813: Operator Theory
Math 814: Geometric Function Theory
Math 815: Entire Functions
Math 816: Generalized Functions in Mathematical Physics
Math 817: Scheduling Theory
Math 818: Applied Mathematics
Math 731: Fields and Galois Theory

2 credit hours (new courses)

Math 732: Functional Analysis
Math 733: Complex Dynamics
Math 734: Techniques in Differential Equations
Math 735: Topological Vector Spaces
Math 736: Real Analysis
Math 737: Optimization Techniques
Math 738: Network Optimization
Math 739: Funactional Analysis and its Applications
Math 740: Research Techniques
Math 741: Harmonic Analysis
Math 742: Numerical PDE
Math 743: Multiobjective Optimization
Math 744: Entire Functions
Math 745: Seminar

From its establishment, the following MPhil students have completted the MPhil degree.

Shiva Prakash Gupta; Supervisor: Prof. Tanka Nath Dhamala
Pareshwor Acharya; Supervisor: Dr. Shree Ram Khadka
Gopal Acharya; Supervisor: Dr. Shree Ram Khadka
Bam Bd. Thapa; Supervisor: Dr. Shree Ram Khadka
Uday Shah; Supervisor: Dr. Shree Ram Khadka
Dhak Bd. Thapa; Supervisor: Prof. Kedar Nath Uprety
Ganesh Bd. Basnet; Supervisor: Dr. Durga Jung K.C.
Keshav Raj Phulara; Supervisor: Prof. Prakash Muni Bajracharya
Tek Bd. Budhathoki; Supervisor: Prof. Prakash Muni Bajracharya
Bhuvan Ojha; Supervisor: Prof. Prakash Muni Bajracharya
Nabaraj Adhikari; Supervisor: Prof. Prakash Muni Bajracharya
Dhana Kumari Thapa; Superviser: Dr. Ajaya Singh
Ramesh Gautam; Supervisor: Dr. Ajaya Singh
Khagendra Adhikari; Supervisor: Dr. Ajaya Singh
Youbaraj Gaire; Supervisor: Dr. Ajaya Singh
Ananta Acharye; Supervisor: Dr. Santosh Ghimire
Pushpa Shrestha; Supervisor: Dr. Santosh Ghimire
Anjana Pokharel; Supervisor: Prof. Chet Raj Bhatta
Amar Karki; supervisor: Dr. Durga Jang K.C.
Ananta Uprety; Supervisor: Prof. Kedar Nath Uprety
Ganesh Pandey; Supervisor: Prof. Kedar Nath Uprety
Durga Prasad Khanal; Supervisor: Prof. Tanka Nath Dhamala
Anjana Devi Bhandari; Supervisor: Prof. Tanka Nath Dhamala
Sachin Wagle; Supervisor: Dr. Urmila Pyakurel
Dipak Amgain; Supervisor: Prof. Tanka Nath Dhamala
Mohan Adhikari; Supervisor: Dr. Tanka Nath Dhamala
Santosh Gautam; Supervisor: Prof. Tanka Nath Dhamala
Shambhu Jha; Supervisor: Prof. Chet Raj Bhatta
Pushpa Nidhi Gautam; Sprervisor: Prof. Kedar Nath Uprety
Suresh Bhatta; Sprevisor: Prof. Chet Raj Bhatta
Bimala Mishra: Supervisor: Dr. Santosh Ghimire 
Laxman Basnet; Supervisor: Prof. Prakash Muni Bajracharye 
Ganga DC; Supervisor: Prof. Kedar Nath Uprety 
Bal Bahadaur Tamang; Supervisor: Dr. Ajay Singh 
Keshav Prasad Adhikari; Supervisor: Prof. Narayan Prasad Pahari 
Thaneswor Bhandari; Supervisor: Narayan Prasad Pahari

Following files guide the thesis rules and thesis  writing . It is suggested to strictly follow them. 

MPhil Thesis Rules(.pdf)
MPhil_Thesis_Template(.rar)
MPhil_Proposal_Template(.rar)