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Courses
Bachelor of Management studies
B.Com ( Hons)
B.Sc.(Hons.) Computer Science
B.Sc.(Hons.) Electronics
B.Sc.(Hons.) Mathematics
B.Sc.Physical Science with Computer Science
B.Sc.(Hons.) Physics
B.A. (Hons.) Psychology
B.Sc.(Gen) Mathematical Sciences
B.Sc.(Hons.) Mathematics
No. of Seats : 46 (Gen-23, SC-7, ST-3, OBC-12, PH-1)


The Course : Mathematics is the study of universal patterns and structures and is the quantitative language of the world. Students with a good background in fundamental mathematics have many options in terms of career possibilities and are highly sought after for postgraduate study in almost every quantitative field like actuarial sciences, environmental sciences, finance, economics to name a few.

This course gives the understanding of the notion of mathematics with basic ideas of pure mathematics (including analysis, linear algebra, geometry and group and ring theory). A broad understanding of and practice in using, basic tools of applied mathematics (including differential equations, mechanics, numerical analysis, probability and statistics). Beside this it gives familiarity with a mathematical computer programming language Fortran.
I YEAR II YEAR III YEAR
Paper No Description Paper No Description Paper No Description
Semester – I Semester – III Semester - V


III.1 Calculus II V.1 Differential Equations and
Mathematical Modeling III


III.2 Numerical Methods & Programming V.2 Analysis IV


III.3 Algebra II V.3 Algebra IV


III.4 Qualifying Paper V.4 Linear Programming & Theory of Games
       
Semester – II Semester – IV Semester – VI


IV.1 Differential Equations and
Mathematical Modeling II
VI.1 Analysis V


IV.2 Analysis III VI.2 Algebra V

 

IV.3 Algebra III VI.3 Optional


IV.4 Credit Course III.1 VI.4 Credit Course III.2
           
III YEAR
Paper No. Description
VIII Differential Equations and mathematical Modeling II
  Probability and statistics
IX Algebra III
X. Analysis III
XI. Optional paper
- Applications of Algebra
- Discrete Mathematics
- Mathematical Finance
- Number Theory and Crytography
- Optimization
 
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