STRUCTURE OF THE COURSE

[Board Members and Minute of the Meeting]

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 General Instructions for the Candidates:

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1.  The 2-year (4-semester) programme leading to MA/M.Sc. in Mathematics consists of 96 credits weightage (24 credits/semester, 24 x 4 = 96).

2.   Out of 24 credits in a semester a candidate has to earn 14 credits compulsorily from “Core Courses”, while the remaining 10 credits can be obtained from the “Electives like DCE/GE/OE” in the following manner:

         ➢      A candidate can obtain a maximum of 8 credits within his/her own Department out of the specializations offered by the Department as Discipline Centric-

                  Electives-DCE.

         ➢     2-credits shall be obtained by the candidate from the Electives offered by the other Department of the University. The candidate shall be free to obtain

                 either 2-credits from the Generic (within School) or 2-credits from Open Electives (outside School).

        At least 2 credits out of 8 credits slatted for OE/GE category shall be obtained   from   online UGC   SWAYAM   platform   during   the  4-semester programme.

M.A./M.Sc. 1st SEMESTER
Course Type	Course Code	Title of the Course	Number of Credits	Number of Hours
Core (CR)	MM24101CR	Abstract Algebra-I	4	64
	MM24102CR	Real Analysis – I	4	64
	MM24103CR	Topology	4	64
	MM24104CR	Theory of Probability	2	32
Discipline Centric Elective (DCE)	MM24105DCE	Theory of Matrices	4	64
	MM24106DCE	Theory of Numbers-I	4	64
	MM24107DCE	Numerical Analysis	4	64
	MM24108DCE	Computational Mathematics	4	64
Generic Electives (GE)	MM24001GE	Numerical Methods	2	32
Open Electives (OE)	MM24001OE	Calculus	2	32

M.A./M.Sc. Mathematics 3rd SEMESTER
Course Type	Course Code	Title of the Course	Number of Credits	Number of Hours
Core (CR)	MM 24301CR	Ordinary Differential Equations	4	64
	MM 24302CR	Complex Analysis-II	4	64
	MM 24303CR	Functional Analysis-I	4	64
	MM24304CR	Fourier Analysis	2	32
Discipline Centric Elective (DCE)	MM24305DCE	Advanced Graph Theory	4	64
	MM24306DCE	Abstract Measure Theory	4	64
	MM24307DCE	Python for Mathematics	4	64
	MM24308DCE	Wavelet Theory	4	64
Generic Electives (GE)	MM24003GE	Laplace and Fourier Transform	2	32
Open Electives (OE)	MM24003OE	Introduction to Mathematical Modeling	2	32

M.A./M.Sc. Mathematics, 4th SEMESTER
Course Type	Course Code	Title of the Course	Number of Credits	Number of Hours
Core (CR)	MM24401CR	Partial Differential Equations	4	64
	MM24402CR	Differential Geometry	4	64
	MM24403CR	Abstract Algebra-II	4	64
	MM24404CR	Linear Algebra	2	32
Discipline Centric Elective (DCE)	MM24405DCE	Analytic Theory of Polynomials	4	64
	MM24406DCE	Mathematical Statistics	4	64
	MM24407DCE	Functional Analysis – II	4	64
	MM24408DCE	Non-Linear Analysis	4	64
	MM24409DCE	Advanced Topics in Topology and Modern Analysis	4	64
	MM24410DCE	Project	4	64
Generic Electives (GE)	MM24004GE	Applied Differential Equations	2	32
Open Electives (OE)	MM24004OE	Discrete Mathematics	2	32