M.Phil. (Mathematics), Master of Philosophy in Mathematics, Syllabus, Eligibility, Duration, Degree Course

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Master of Philosophy in Mathematics

Duration

2 Years

Level

M.Phil

Type

Degree

Eligibility

Post Graduation

M.Phil. Mathematics or Master of Philosophy in Mathematics is a postgraduate Mathematics course. During the course, the main emphasis is given on Mathematics which is the study of quantity, structure, space, and change. Mathematicians seek out patterns and formulate new conjectures and resolve the truth or falsity of conjectures by mathematical proofs. The duration of M.Phil. (Mathematics) is mostly of two academic years but it may vary as per the rules and regulations of different institutions. The course is an important and valuable one that provides widespread job opportunities.

M.Phil. Mathematics Eligibility

For pursuing M.Phil. Course, one needs to have a Master's degree in science, arts or engineering, etc.
Candidates need to acquire 55% marks in the subject chosen for M.Phil. course or an allied subject at the postgraduate level to be considered eligible for the course.
A written test may be conducted to assess the candidate’s knowledge. Those who qualify in the written test will be required to appear in an interview.
The admission procedure and mode of selection for admission to Master of Philosophy (M.Phil.) through distance learning, however, may vary from one Institute to another.

M.Phil. Mathematics Syllabus

Syllabus of Mathematics as prescribed by various Universities and Colleges.

Sr. No.	Subjects of Study
1	Hydrodynamic and Hydro Magnetic Stability I
2	Hydrodynamic and Hydro Magnetic Stability II
3	A. Initiation of Magneto convection
4	B. Reformulation of the Simple Benard and Thermohaline Instability Problem
5	C. Limitations of the Complex Wave Velocity in the Instability Problem of Heterogeneous Shear
6	Fluid Flow Instability, MHD, Plasmas and Geophysical Fluid Dynamics
7	Groups, Rings, and Modules
8	Groups & Ideals: A. The Jacobson Radical; B. Semi-simple Rings
9	Matrix Analysis
10	Boundary-Layer Theory
	Chapter-xiv: Boundary-Layer Control in Laminar Flow: (A) Methods of boundary-Layer Control (B) Boundary-Layer suction (C) Injection of a different gas (Binary boundary Layers)
	Chapter –xv: Non-Steady Boundary Layers (A) Basic Equations (B) Boundary-Layer formation after the impulsive start of motion (C) Boundary-Layer formation in accelerated motion (D) Periodic boundary-layer flows

M.Phil. Mathematics Colleges

M.Phil. Mathematics Course Suitability

Students those who interested in Mathematics and have the ability to analyse and interpreting the resultant data, finding patterns and drawing conclusions; skills in designing and conducting observational and experimental studies are the most suitable one.
Second, who can approach problems in an analytical and rigorous way and to formulate theories and apply them to solve problems also are good match for it.
Third, candidates having the facility to deal with abstract concepts and the ability to present mathematical arguments and conclusions from them with accuracy and clarity also are capable of this course.

How is M.Phil. Mathematics Course Beneficial?

This degree course enables the students to go for various mathematical, audit, commerce and teaching related jobs such as accountancy and business services banking, investment and insurance government and public administration.
Another benefit is that they can go for higher degree programs in respective subjects, e.g. Ph.D., etc.
They can also find work in the Government Statistical Service (GSS), the National Health Service (NHS), local councils, pharmaceutical industry, insurance companies, market research and marketing companies, banks, accountancy firms, universities, colleges, and schools.

M.Phil. Mathematics Employment Areas