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Ph.D. Mathematics

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Ph.D. Mathematics

Introduction

The PhD in Mathematics is a minimum three years program designed under the guidance of HEC to train the student to compete with the contemporary Mathematics problems and to skillfully conduct a good research in fields of Mathematics. Our PhD Program prepares students to make significant contribution in the field of Mathematics.

Objectives

  • To develop advanced research in pure, computational and applied Mathematics, including the ability to formulate and investigate research questions, develop rigorous proofs, and contribute novel insights into the field.
  • To enable the students to specialize in a specific area of Mathematics according to their research interests and career goals, such as algebra, analysis, combinatorics, artificial intelligence, artificial neural networks (ANNs), differential equations, geometry, number theory, or mathematical physics, and to become recognized experts in that area.
  • To equip the students to publish their research papers in HEC recognized journals, and 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 Ph.D. Mathematics

Ph.D. Mathematics
Duration 3 Years
Total Semester 6
Total Package 500,302
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 39609 * 12
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 MATH 703 ODE's and Computational Linear Algebra 3
2 MATH 705 Advance Graph Theory 3
3 MATH 706 Advanced Number Theory 3

Semester 2

Sr.# Course Code Course Name Credit Hours
1 MATH 702 Advanced Partial Differential Equations 3
2 MATH 704 Field Extensions and Galois Theory 3
3 MATH 701 Advanced Integral Equations 3

Semester 3

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

Semester 4

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

Semester 5

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

Semester 6

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

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Useful Links

Introduction
Related Programs
Objectives
Career Path
Fee Structure
Scheme of Study