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Code	Course	Credit Hour(s)

MATH – 7101	Linear Algebra	4
MATH – 7102	Algebra I	4
MATH – 7103	Algebra II	4
MATH – 7104	Geometry I	4
MATH – 7105	Geometry II	4
MATH – 7106	Real Analysis I	4
MATH – 7107	Real Analysis II	4
MATH – 7108	Complex Analysis	4
MATH – 7109	Number Theory	3
MATH – 7110	Differential Equations	4


Courses for 2nd year Students

Code	Course	Credit Hour(s)

MATH – 8101	Homological Algebra	4
MATH – 8102	Partial Differential Equation	4
MATH – 8103	Probability Theory	4
MATH – 8104	Mathematical Aspects of Theoretical Physics	3
MATH – 8105	Numerical Analysis I	3
MATH – 8106	Functional Analysis	4
MATH – 8107	Commutative Algebra I	3
MATH – 8108	Computational Algebra I	3
MATH – 8109	Measure Theory	3
MATH – 8110	Multivariable Complex Analysis	3
MATH – 8111	Commutative Algebra II	3
MATH – 8112	Computational Algebra II	3
MATH – 8113	Calculus of Variations	2
MATH – 8114	Algebraic System Theory	4
MATH – 8115	Lie Groups and Algebras	4
MATH – 8116	Riemann Surfaces	2
MATH – 8117	Combinatorics	4
MATH – 8118	Graph Theory	4
MATH – 8119	Stochastic Processes	4
MATH – 8120	Algebraic Number Theory	3
MATH – 8121	Algebraic Topology	4
MATH – 8122	Algebraic Geometry	3
MATH – 8123	Algebraic Curves	3
MATH – 8124	Application of Group Theory to Physics	3
MATH – 8125	Chaotic Dynamical Systems	3
MATH – 8126	Classes of Rings and Modules	3
MATH – 8127	Convex Analysis & Nonlinear Optimization	3
MATH – 8128	Differential Geometry	3
MATH – 8129	Differential Topology	4
MATH – 8130	Field & Galois Theory	3
MATH – 8131	Financial Mathematics	4
MATH – 8132	Fluid Mechanics	4
MATH – 8133	Introduction to Valuation Theory	3
MATH – 8134	Non-Linear Dynamics & Control Theory	3
MATH – 8135	Analytic Number Theory and Elliptic Curve	3
MATH – 8136	Convex Sets	2
MATH – 8137	Differential Inclusions and Fuzzy Differential Equations	4
MATH – 8138	Topics in Field Theory	3
MATH – 8139	Interacting Stochastic Systems	3
MATH – 8140	Graph Labelings	3
MATH – 8141	Interpolation Theory and Applications	4
MATH – 8142	Special Topics in Analysis	3
MATH – 8143	Statistical Models & Simulation I	3
MATH – 8144	Statistical Models & Simulation II	3
MATH – 8145	Distribution Theory	3
MATH – 8146	Numerical Analysis II	2
MATH – 8147	Approximation in the Real and Complex Domain	4
MATH – 8148	Combinatorial Geometry	3
MATH – 8149	Absolute Summing Operators (special course)	3
MATH – 8150	Advanced Quantum Statistical Mechanics	3
MATH – 8151	Special Topics in Complex Analysis	4
MATH – 8152	Gorenstein Rings	3
MATH – 8153	Convex Analysis	3
MATH – 8154	Local Cohomology	3
MATH – 8155	Multiplicative Ideal Theory	3
MATH – 8156	Applied Control Theory	3
MATH – 8157	Fuzzy Sets & Fuzzy Differential Equation	2

Note:

Contents and number of credits for optional course may vary slightly from year to year.

At the end of each course, a final exam is given. In case a student fails the final exam, the teacher may give a retake exam.

The passing score for an exam is 70 %. However a student must maintain an overall average of more than 70% score over the year.

All the core courses in Algebra, Geometry and Analysis are compulsory for every student.

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