About M.Sc. in Applied Mathematics

The Faculty of Applied Sciences offers a two year postgraduate degree program in Mathematics which endeavours to impart within the students an understanding of the logical, conceptual, theoretical, analytical and deductive skills in mathematics. The program is uniquely designed to develop and sharpen the problem solving traits of each student, through the application of mind. The faculty is equipped with elite league of lecturers and teaching resources from the world’s most renowned IIMs and IITs who provide our students with a highly personalised academic experience. The curriculum is strategically designed to instil within the students an understanding of the fundamental concepts of mathematics such as calculus, trigonometry, algebra, geometry, statistics and various logical theories. The learning methodology is based on the practical application of mind on the real time issues which are affecting the world today and how students can work towards mitigating these issues. The program offers an interdisciplinary approach which allows students to relate their mathematical skills with other disciplines of science and engineering. Beyond the scope of the academics, the Faculty goes on to focus on developing the aptitude of the students, along with other relevant interpersonal skills to develop trained individuals with career competencies in the stock market, corporate sector, industrial sector, military, computer programming and educational firms.

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National Applicants

International Applicants

Program Outcomes

Why Study M.Sc. in Applied Mathematics

Mathematics is a fundamental field which applies and relates to various sectors and maintains a position of significance and relevance in leading sectors. This therefore provides a pool of opportunities for graduates of this program. The program gives students the ability to apply mathematical skills in an interdisciplinary approach, thus allowing for flexibility in between various sectors. In addition, students who pursue this program will also develop the ability to contribute in various quantitative research projects. Upon the completion of the program students can pursue careers as:

Mathematician

An ability to understand the fundamentals of mathematics such as algebra, calculus, statistics, trigonometry and geometry.

Data Analyst

An ability to develop mathematical aptitude and deductive logic and reasoning in the various aspects of work.

Numerical Analyst

An ability to provide solutions to global problems through the use of calculative mathematical understanding.

Cryptanalyst

An ability to contribute to various industries, and scientific research through quantitative understanding.

Programmer

An ability to develop interpersonal skills which are vital for the growth and development of individuals in the career sphere.

Duration: 2 years (Semester System)

Affiliation

Constituent College of Parul University

Eligibility Criteria

For admission to M.Sc. Applied Mathematics, the candidate shall have passed their undergraduate studies in a B.Sc. Mathematics or B.Tech. (If Jam is cleared).

Mode of Admission

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Measure Theory	Complex Analysis
Theory of Ordinary Differential Equations	Applied Partial Differential Equations
Advanced Numerical Analysis	Advanced Abstract Algebra
Topology	Advanced Linear Algebra
Matlab Programming	Python Programming
Transform Theory	Mechanics

Functional Analysis	Operator Theory
Mathematical Modelling	Finite Element Method
Integral Equations and Calculus of Variation	Dissertation
Seminar	Operations Research
Inferential Statistics	Dynamical Systems and Control
Fuzzy and Evolutionary Computing	Artificial Neural Network
Fluid Dynamics	Computational Fluid Dynamics

Faculty of Resources

Computer Labs

Equipped with a total of 15 computer laboratories which are strategically designed to provide students with the most vital practical training exposure.

Research and Development Lab

As a way of promoting research in robotics and automation, a specific laboratory has been reserved for research and development where students can constantly engage in practical