Optional Subjects

Algebriac Number Theory
Mid Semestral Semestral
Alg. Num. Theory 2004-05 Alg. Num Theory 2004-05
Alg. Num. Theory 2006-07
Alg. Num. Theory 2008-09 Alg. Num. Theory 2008-09
Alg. Num. Theory 2010-11 Alg. Num. Theory 2010-11
Alg. Num. Theory BP 2008-09
Alg. Num. Theory 2012-13 Alg. Num. Theory 2012-13
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Number Theory
Mid Semestral Semestral
Number Theory 2003-04 Number Theory 2002-03
Number Theory 2008-09 Number Theory 2008-09
Number Theory 2010-11 Number Theory 2010-11
Number Theory 2012-13 Number Theory 2012-13
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Commutative Algebra
Mid Semestral Semestral
Comm. Alg. 2006-07 Comm. Alg. 2006-07
Comm. Alg. BP 2006-07
Comm. Alg. 2008-09 Comm. Alg. 2008-09
Commutative Algebra 2010-11 Cummutative Algebra 2010-11
Cummutative Algebra BP 2010-11
Commutative Algebra 2012-13 Cummutative Algebra 2012-13
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Operator Theory
Mid Semestral Semestral
Operator Theory 2004-05
Operator Theory 2006-07
Operator Theory BP 2006-07
Operator Theory 2010-2011 Operator Theory 2010-2011
Operator Theory 2010-2011 Operator Theory 2010-2011
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Lie Groups and Lie Algebras
Mid Semestral Semestral
Lie groups 2003-04
Lie groups 2008-09
Lie groups 2010-2011 Lie groups 2010-2011
Lie groups BP 2010-2011
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Statistics
Mid Semestral Semestral
Statistics 2004-05 Statistics 2004-05
Statistics BP 2004-05
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Stochastic Processes-II
Mid Semestral Semestral
Stochastic Processes II 2004-05 Stochastic Processes II 2004-05
Stochastic Processes II 2006-07 Stochastic Processes II BP 2004-05
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Algebraic and Differentail Topology
Mid Semestral Semestral
Algebraic and Differential Topology 2006-07 Algebraic and Differential Topology 2006-07
Algebraic and Differential Topology BP 2006-07
Algebraic Topology 2008-09 Algebraic Topology 2008-09
Differential Topology 2010-2011
Differential Topology 2012-13 Differential Topology 2012-13
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Representation Theory and Linear Lie Groups
Mid Semestral Semestral
Representation Theory & Linear Lie Groups 2006-07
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Algebraic Geometry
Mid Semestral Semestral
Algebraic Geometry 2006-07
Algebraic Geometry 2010-11 Algebraic Geometry 2010-11
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Introduction to Random Graphs
Mid Semestral Semestral
Introduction to Random Graphs 2006-07
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Stochastic Processes
Mid Semestral Semestral
Stochastic Processes 2006-07
Stocastic Processes 2010-2011 Stocastic Processes 2010-2011
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Advanced Number Theory
Mid Semestral Semestral
Adv. Num. Theory 2010-2011 Adv. Num. Theory 2010-2011
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Adv.Functional Analysis
Mid Semestral Semestral
Adv.Functional Analysis 2010-2011 Adv.Functional Analysis 2010-2011
Adv.Functional Analysis BP 2010-2011
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Topology III
Mid Semestral Semestral
Topology III 2010-2011 Topology III 2010-2011
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Representations of Groups
Mid Semestral Semestral
Representation of groups 2010-2011 Representation of groups 2010-2011
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Stoc. Cal. & diff. Equations
Mid Semestral Semestral
Stochastic Calculus & Diff. Equations 2010-2011 Stochastic Calculus & Diff. Equations 2010-2011
Stochastic Calculus & Diff. Equations BP 2010-2011
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Ergodic Theory
Mid Semestral Semestral
Ergodic Theory 2010-11
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Dynamical Systems
Mid Semestral Semestral
Dynamical Systems 2012-13 Dynamical Systems 2012-13
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