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About The Department

Programmes

The Department of Mathematics has been established to uplift and upgrade the standards of teaching, learning and research to meet the high levels of excellence and the requirements of today’s competitive world. Some of humankind’s most powerful and beautiful ideas lie in the field of Mathematics. The wide applicability of these ideas and their deep connection with the natural sciences have made this discipline one of the most fruitful arenas of human inquiry. Combining as it does the greatest creative freedom with the most stringent standards of rigour, Mathematics also happens to be the ideal training ground for learning a broad range analytical and problem-solving skills.

Akal University’s programme of study for the Major in Mathematics has been designed to meet two primary goals:

  • Students should be broadly exposed to the primary areas and the central ideas of contemporary Mathematics (as well as their applications); and
  • Students should develop the skills of rigorous analytic reasoning along with a set of useful problem-solving skills and strategies.

Course B.Sc. (Honours) Mathematics
Duration 3 years (Semester System)
Remarks
  • 10+2 Non-Medical / Arts (Mathematics as one of subject) with 60% marks (55% in case of SC/ST and persons with disability category)
  • Merit based plus admissible weightages
  • For more information

Course M. Sc. (Honours) Mathematics
Duration 2 years (Semester System)
Remarks
  • B.Sc. Non-Medical /B.A. (Mathematics as one of major subject) with 60% marks (55% in case of SC/ST and persons with disability category)
  • Merit based plus admissible weightages
  • For more information

Course Ph. D
Duration 3 Years
Remarks
  • Any candidate who has passed the Master’s examination in Mathematics with a score of not less than 60% or CGPA of 6.0 on a 10 point scale or equivalent (55% or 5.5 CGPA for SC/ST/BC Category) marks in aggregate, or have appeared in the final year examination of Master’s degree in the subject concerned from Akal University, Talwandi Sabo or from any other University (approved by the appropriate Academic Bodies of A.U.), shall be eligible to appear for the Ph.D entrance test.
  • The students who have qualified CSIR-NET/GATE/NBHM or any similar examination/test conducted by a notified authority of the Government of India for the purpose, will be exempted from Ph.D entrance test.
  • Research

    • Numerical Solution to ODEs
    • Fuzzy Optimization, Intuitionistic fuzzy
    • Linear Programming Problems
    • Group Theory • Summability Theory