BS Mathematics

Starts in:    Fall Semester

Duration:    4 years

Location:    H H Campus

Session:     Morning

 

Admission Requirement

  • Intermediate with mathematics. At least 45% marks in this subject.

Scheme of Study

Semester-I

  • English I
  • Introduction to Computer Applications
  • Calculus I
  • Discrete Structures
  • General I
  • General II

Semester-II

  • English II
  • Islamic Studies
  • Calculus II
  • Fundamentals of Information System
  • General III
  • General IV

Semester-III

  • English III (Communication Skills for Mathematicians)
  • Calculus III
  • Program Languages for Mathematicians
  • Program Languages for Mathematicians (Practical)
  • Classical Mechanics
  • General V
  • General VI

Semester-IV

  • Linear Algebra I
  • Computing Tools for Mathematicians
  • Number Theory
  • Pakistan Studies
  • General VII
  • General VIII

Semester-V

  • Group Theory
  • Vector & Tensor Analysis
  • Ordinary Differential Equations
  • Real Analysis I
  • Complex Analysis
  • Differential Geometry I

Semester-VI

  • Real Analysis II
  • Linear Algebra III
  • Differential Geometry II
  • Topology
  • Mathematical Statistics
  • Analytical Mechanics

Semester-VII

  • Functional Analysis
  • Numerical Analysis I
  • Modelling and Simulations
  • Partial Diff. Equations
  • Elective I
  • Elective II (Without Thesis)

Elective course of Applied

Mathematics

  • Fluid Mechanics I
  • Special Theory of Relativity
  • Optimization Theory
  • Research Methodology
  • Electromagnetic Theory I
  • Advance Computer Application in Mathematics
  • Operational Research I
  • Quantum Mechanics I

Elective course of Pure Mathematics

  • Theories of Rings & Fields
  • Advance Group Theory
  • Lie Algebra

Semester-VIII

  • Measure Theory and Lebseque Integration
  • Numerical Analysis II
  • Methods of Mathematical Physics
  • Integral Equations
  • Elective III
  • Thesis /Elective IV (Without Thesis)

Elective course of Applied Mathematics

  • Electromagnetic Theory II
  • Operational Research II
  • Analytical Dynamics
  • Quantum Mechanics II
  • General  Theory of Relativity

Elective course of Pure Mathematics

  • Mathematical Statistics II
  • Theory of Modules
  • Decomposition of  Modules
  • Advance Functional Analysis
  • Integral Equations