An elaborate list of our researchoriented academic programmes
Nature: Full time/ Part time/ Correspondence: Full Time
Duration: Two Years (4 Semesters).
Mathematics and Computing Programme is combination of mathematics with computer science. Covering the major areas in demand today, this programme is of utmost value to the aspiring graduate students with Mathematics background. The course provides students with comprehensive theoretical knowledge and also practical training in computer science and numerical computing. This programme has been introduced due to the need for sophisticated mathematics for modern scientific investigations and technological developments. The curriculum is designed to provide students with in depth theoretical background and practical training in computer science and numerical computing so that a student become competent to take challenges in mathematics at national and international levels.
Eligibility Criteria and Admission Procedure: The candidates seeking admission to M.Sc. (Mathematics) must have a Bachelor degree with Mathematics as a major subject. The qualifying degree must be from a recognized University by the University Grants Commission with minimum duration of three years. The candidate must have at least 60% (55% for SC/ST) marks in qualifying degree. Admissions shall be made by merit which will be made by combining the percentages of marks obtained in 10th, 12th and graduation level. The degree marks will be considered up to second year/four semesters.
Number of Seats: 20
Program Educational Objective: The objectives of the M.Sc. (Mathematics and Computing) program are to
Program Outcomes: The successful completion of this program will enable the students to
SEMESTER – I
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC107  REAL ANALYSIS – I  3  1  0  3.5 
2  PMC108  ALGEBRAI  3  1  0  3.5 
3  PHU002  PROFESSIONAL COMMUNICATION  2  1  0  2.5 
4  PMC104  FUNDAMENTALS OF COMPUTER SCIENCE AND C PROGRAMMING  3  0  4  5.0 
5  PMC105  DISCRETE MATHEMATICAL STRUCTURE  3  1  0  3.5 
6  PMC106  DIFFERENTIAL EQUATIONS  3  1  0  3.5 
TOTAL 
17  5  4  21.5 
SEMESTER – II
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC201  REAL ANALYSIS –II  3  1  0  3.5 
2  PMC205  DATA BASE MANAGEMENT SYSTEM  3  0  2  4.0 
3  PMC209  NUMERICAL ANALYSIS  3  1  2  4.5 
4  PMC210  DATA STRUCTURES AND ALGORITHMS  3  0  4  5.0 
5  PMC103  COMPLEX ANALYSIS  3  1  0  3.5 
6  PMC211  COMPUTER ORGANIZATION AND OPERATING SYSTEMS  3  0  2  4.0 
TOTAL 
18  3  10  24.5 
SEMESTER – III
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC305  MATHEMATICAL METHODS  3  1  0  3.5 
2  PMC306  PROBABILITY AND STATISTICS  3  1  2  4.5 
3  PMC303  COMPUTER NETWORKS  3  0  2  4.0 
4  PMC304  MECHANICS  3  1  0  3.5 
5  PMC208  OPERATIONS RESEARCH  3  1  2  4.5 
6  PMC391  SEMINAR        2.0 
7  ELECTIVEI  3  0  2  4.0  
TOTAL 
18  4  8  26.0 
SEMESTER – IV
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC401  FUNCTIONAL ANALYSIS  3  0  0  3.0 
2  PMC402  ALGEBRAII  3  1  0  3.5 
3  ELECTIVEII  3  0  0  3.0  
4  PMC491  DISSERTATION        10.0 
TOTAL 
9  1  0  19.5 
TOTAL CREDITS: 91.5
ELECTIVE I
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC311  COMPUTER GRAPHICS  3  0  2  4.0 
2  PMC312  OBJECT ORIENTED PROGRAMMING  3  0  2  4.0 
3  PMC313  GRAPH THEORY AND APPLICATIONS  3  0  2  4.0 
4  PMC314  ARTIFICIAL NEURAL NETWORKS  3  0  2  4.0 
5  PMC315  DIGITAL IMAGE PROCESSING  3  0  2  4.0 
6  PMC317  SOFTWARE ENGINEERING  3  0  2  4.0 
7  PMC318  DESIGN AND ANALYSIS OF ALGORITHMS  3  0  2  4.0 
8  PMC319  WAVELETS AND APPLICATIONS  3  0  2  4.0 
9  PMC323  THEORY OF COMPUTATION  3  0  2  4.0 
10  PMC326  WIRELESS NETWORKS AND MOBILE COMPUTING  3  0  2  4.0 
11  PMC325  INFORMATION AND NETWORK SECURITY  3  0  2  4.0 
ELECTIVE –II
SR. NO.  COURSE NO.  TITLE  L  T  P  CR 

1  PMC411  NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS  3  0  0  3.0 
2  PMC422  FLUID MECHANICS  3  0  0  3.0 
3  PMC423  ALGEBRAIC CODING THEORY  3  0  0  3.0 
4  PMC424  FINITE ELEMENT METHODS  3  0  0  3.0 
5  PMC301  TOPOLOGY  3  0  0  3.0 
6  PMC426  NUMBER THEORY AND CRYPTOGRAPHY  3  0  0  3.0 
7  PMC427  FUZZY SETS AND APPLICATIONS  3  0  0  3.0 
8  PMC432  ADVANCED OPERATIONS RESEARCH  3  0  0  3.0 
9  PMC433  THEORY OF ELASTICITY  3  0  0  3.0 
10  PMC430  MODELING OF STELLAR STRUCTURE  3  0  0  3.0 
Nature: Full time/ Part time/ Correspondence: Full Time
Duration: Two Years (4 Semesters)
Eligibility Criteria and Admission Procedure: The candidates seeking admission to M.Sc. (Mathematics) must have a Bachelor degree with Mathematics as a major subject. The qualifying degree must be from a recognized University by the University Grants Commission with minimum duration of three years. The candidate must have at least 60% (55% for SC/ST) marks in qualifying degree. Admissions shall be made by merit which will be made by combining the percentages of marks obtained in 10th, 12th and graduation level. The degree marks will be considered up to second year/four semesters.
Number of Seats: 20
Program Educational Objective: The objectives of the M.Sc. (Mathematics) program are to
Program Outcomes: The successful completion of this program will enable the students to
First Semester
S.No.  Course Name  L  T  P  Cr. 

1. 
Real Analysis 
3 
1 
0 
3.5 
2. 
Algebra I 
3 
1 
0 
3.5 
3. 
Ordinary Differential Equations 
3 
1 
0 
3.5 
4. 
Mechanics 
3 
1 
0 
3.5 
5. 
Computer Programming 
3 
0 
4 
5.0 

Total 
15 
4 
4 
19.0 
Second Semester
S.No.  Course Name  L  T  P  Cr. 

1. 
Measure theory and Integration 
3 
1 
0 
3.5 
2. 
Algebra II 
3 
1 
0 
3.5 
3. 
Partial Differential Equations 
3 
1 
0 
3.5 
4. 
Complex Analysis 
3 
1 
0 
3.5 
5. 
Numerical Analysis 
3 
1 
2 
4.5 

Total 
15 
5 
2 
18.5 
Third Semester
S.No.  Course Name  L  T  P  Cr. 

1. 
Functional Analysis 
3 
1 
0 
3.5 
2. 
Topology 
3 
1 
0 
3.5 
3. 
Probability and Statistics 
3 
1 
2 
4.5 
4. 
Mathematical Programming 
3 
1 
2 
4.5 
5. 
Elective I 
3 
1 
0 
3.5 

Total 
15 
5 
4 
19.5 
Fourth Semester
S.No.  Course Name  L  T  P  Cr. 

1. 
Number Theory 
3 
1 
0 
3.5 
2. 
Mathematical Methods 
3 
1 
0 
3.5 
3. 
ElectiveII 
3 
1 
0 
3.5 
4. 
Dissertation 
 
 
 
10.0 

Total 
9 
3 
0 
20.5 
TOTAL CONTACT HOURS: 81 TOTAL CREDITS: 77.5
Elective I
S.No.  Applied Mathematics  Pure Mathematics  Operation Research and Statistics 

1. 
Numerical Methods for Partial Differential Equations

Advanced Functional Analysis 
Stochastic Processes 
2. 
Introduction to Astronomy and Astrophysics 
Enumerative Combinatorics 
Advanced Numerical Optimization Techniques 
3. 
Wavelet and Applications 
Advanced Complex Analysis 
Fuzzy Sets and Applications 
4. 
Mathematical Biology and NonLinear Dynamics 


Elective II
S.No.  Applied Mathematics  Pure Mathematics  Operation Research and Statistics 

1. 
Fluid Mechanics 
Algebraic Coding Theory 
Statistical Simulation and Computation 
2. 
Modelling of Stellar Structure 
Topological Vector Space 
Financial Mathematics 
3. 
Finite Element Methods 
Fixed Point Theory 
Combinatorial Optimization 
4. 
Asymptotic Methods and Perturbation Theory 


5. 
Theory of Elasticity 


The school has at present 27 energetic and dedicated faculty members working in many diverse areas of mathematics with wide range of specialization. Till 2019, school has awarded 61 Ph.Ds and 40 are currently ongoing. School offers Ph.D. degree with the following specializations
Real Analysis 
Astronomy and Astrophysics 
Mechanics 
Optimization, Integer Programming, Numerical Optimization, Duality Theory (Optimization) 
Fuzzy Optimization 
Number TheoryPartition Theory 
Fourier Analysis, Functional Analysis 
Soft Computing, Artificial Neural Network 
Inverse Problems 
Numerical PDE 
Fixed Point Theory, Approximation Theory 
Numerical Analysis 
Mathematical Biology 
Mathematical Modelling of Transport 
Approximation Theory 
Numerical Analysis (for ODE and PDE), Fluid Mechanics, Mathematical Modeling of Hamiltonian systems 