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M.Phil Mathematics

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M.Phil Mathematics

Introduction

M. Phil in Mathematics is a 30 credit hours program of studies spread over four semesters. It offers a flexible frame work including scheme of courses covering major areas of pure and applied Mathematics like Algebra, Analysis, Topology, Computational Mathematics and Foundations of Mathematics. The rules and regulations and evaluation scheme for this program, will be the same as those given in the University Academic Rules for Graduate Programs.

Objectives

  • To develop advanced understanding of mathematical concepts, theories, techniques and analysis across various field of Mathematics, including abstract algebra, analysis, advanced differential equations, and topology.
  • To enable students to specialize in a particular area of Mathematics according to their interests and career goals in both pure and applied Mathematics such as algebraic geometry, algebraic number theory, advanced mathematical physics, artificial intelligence and mathematical modeling area through advanced coursework and research.
  • To prepare students to publish their research papers in HEC recognized journals, present their research work at national and international conferences, seminars, and workshops.

Career Path

  • Academia
  • Research industries
  • Banks
  • Business, Management and Consulting
  • Engineering firms
  • Government agencies

Fee Structure M.Phil Mathematics

M.Phil Mathematics
Duration 2
Total Semester 4
Total Package 357,304
At Admission Time 28,500
Additional Charges at the time of Admission 2,700
Examination Fee 3,500
Total Amount (At Admission) 31,200
Installment 41538 * 8
Additional Charges at the time of Admission
Web Portal fee per year for Learning Management Syste 0
Library Security Fee (Refundable) 2,000
Student Card 200
Library & Magazine Fund 500
Total Additional Charges 2,700
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Scheme of Study

Semester 1

Sr.# Course Code Course Name Credit Hours
1 MATH608 Theory of Spline Functions 3
2 MATH612 Advanced Functional Analysis 3
3 MATH627 Advanced Fluid Dynamics 3
4 GRRM601 ADVANCED RESEARCH METHOD 3
5 PITMAN101 Pitman Training Course 1

Semester 2

Sr.# Course Code Course Name Credit Hours
1 MATH601 Advanced Differential Equations 3
2 MATH602 Advanced Mathematical Physics 3
3 MATH604 Advanced Algebra 3
4 MATH613 Graph Theory 3

Semester 3

Sr.# Course Code Course Name Credit Hours
1 ELEV601 ELECTIVE-I 3
2 ELEV602 ELECTIVE-II 3
3 FYPJ699 Research Thesis 3

Semester 4

Sr.# Course Code Course Name Credit Hours
1 FYPJ699 Research Thesis 3
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Programs

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Introduction
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Objectives
Career Path
Fee Structure
Scheme of Study