Mathematics

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Educational
Objectives

Application of mathematics on complex problems of every domain proves to be the most helpful and accurate tool for engineers and professionals. Mathematics helps to drive in futuristic decisions from ancient data by applying data collection, analysis and formulating processes. Marwadi University- The Top M.Sc. Mathematics College in Rajkot is one of the popular institutions for M.Sc. Mathematics. The mission of the institute is to produce mathematicians and scientists who would have wide understanding of mathematical concepts and experience in implementing them to produce solutions for complex mathematical problems. The institute offers this two years program with the following objectives:

  • Developing mathematical and reasoning abilities of students and making it acute and abstract.
  • Making students comfortable with mathematics and teaching the formulation processes in an easy to understand manner.
  • Improving the decision making of students by demonstrating real situations.
  • To make students innovative so that they can devise new formulations for problem solving on the basis of existing ones
  • To cultivate the thoughts and reasoning at professional level in the minds of students.
  • To make students the independent and effective learners.
  • To inspire students to work in groups so that they can achieve true results in quick time

Scope of
Employment

  • In the field of insurance sector as a actuarial analyst or officer.
  • As an officer in public sector and private sector banks and NBFC.
  • In field of teaching as an Assistant professor at graduate and diploma level.
  • In the field of research as a individual or PHD research scholor.
  • Other Organisations and companies such as TCS, LIC, INDIAN AIR-FORCE, INDIAN-NEAVY, ETC

Student
Outcomes

  • An ability to apply knowledge of mathematics as a basic science in solving all real life and industry problems.
  • An ability to apply mathematical knowledge to be successful in national level examinations such as NET, GATE etc.
  • An ability to apply basic tools of algebra and trigonometry to solve a calculative problem related to concern branches of engineering and sciences.
  • An ability to create a mathematical model of industry related problems and finding the relevant solution.
  • The keen learning of Mathematical Science is a path to understand the impact of Industry problem’s solutions in a global, economic and eco-friendly context.
  • An ability to engage in research in the field of pure or applied mathematics  and to involve in life-long learning
  • An ability to apply mathematical skills in various competitive examinations for employment and higher studies.
  • An ability to generalize any calculative or graphical problems using various mathematical tools such a MATLAB, LINGO etc.

Eligibility
Criteria

At least 50% in Graduate Science Stream

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Activities

Syllabus

Semester I
Serial No. Course Code Course Credits
1 02MA0401 Complex Analysis 5
2 02MA0402 Graph theory 5
3 02MA0403 Optimization Techniques 5
4 02MA0404 Real Analysis-I 5
5 02MA0405 Topology 5
Semester II
Serial No. Course Code Course Credits
1 02MA0451 Abstract Algebra 5
2 02MA0452 Differential Equations 5
3 02MA0453 Number Theory 5
4 02MA0454 Numerical Analysis with MATLAB Programming 5
5 02MA0455 Real Analysis-II 5
Semester III
Serial No. Course Code Course Credits
1 02MA0501 Calculus of Variation and Integral Equations 5
2 02MA0502 Classical Mechanics 5
3 02MA0503 Financial Mathematics 5
4 02MA0504 Linear Algebra 5
5 02MA0505 Special Functions-I 5
Semester IV
Serial No. Course Code Course Credits
1 02MA0551 Functional Analysis 5
2 02MA0552 General theory of Relativity 5
3 02MA0553 Image Processing and Fuzzy logic using MATLAB 5
4 02MA0554 Problems and Solution 5
5 02MA0555 Special Functions-II 5

Teaching Scheme

Semester I
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total Marks
Theory Tutorial Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW)
02MA0401 Complex Analysis BS 4 2 0 5 50 30 20 25 25 150
02MA0402 Graph theory BS 4 2 0 5 50 30 20 25 25 150
02MA0403 Optimization Techniques BS 4 2 0 5 50 30 20 25 25 150
02MA0404 Real Analysis-I BS 4 2 0 5 50 30 20 25 25 150
02MA0405 Topology BS 4 2 0 5 50 30 20 25 25 150
Total 20 10 0 25 250 150 100 125 125 750
Semester II
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total Marks
Theory Tutorial Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW)
02MA0451 Abstract algebra BS 4 2 0 5 50 30 20 25 25 150
02MA0452 Differential Equations BS 4 2 0 5 50 30 20 25 25 150
02MA0453 Number Theory BS 4 2 0 5 50 30 20 25 25 150
02MA0454 Numerical Analysis with MATLAB Programming BS 4 2 0 5 50 30 20 25 25 150
02MA0455 Real Analysis-II BS 4 2 0 5 50 30 20 25 25 150
Total 20 10 0 25 250 150 100 125 125 750
Semester III
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total Marks
Theory Tutorial Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW)
02MA0501 Calculus of Variation and Integral Equations BS 4 2 0 5 50 30 20 25 25 150
02MA0502 Classical Mechanics BS 4 2 0 5 50 30 20 25 25 150
02MA0503 Financial Mathematics BS 4 2 0 5 50 30 20 25 25 150
02MA0504 Linear Algebra BS 4 2 0 5 50 30 20 25 25 150
02MA0505 Special Functions-I BS 4 2 0 5 50 30 20 25 25 150
Total 20 10 0 25 250 150 100 125 125 750
Semester IV
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total Marks
Theory Tutorial Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW)
02MA0551 Functional Analysis BS 4 2 0 5 50 30 20 25 25 150
02MA0552 General theory of Relativity BS 4 2 0 5 50 30 20 25 25 150
 

02MA0553

Image Processing and Fuzzy logic  using MATLAB BS 4 2 0 5 50 30 20 25 25 150
02MA0554 Problems and Solution BS 4 2 0 5 50 30 20 25 25 150
02MA0555 Special Functions-II BS 4 2 0 5  

50

30  

20

25 25 150
Total 20 10 0 25 250 150 100 125 125 750