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Complex Analysis-Previous Year Questions
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Complex Analysis-Previous Year Questions
Held on May 5, 2022
1:30 PM
20 Q’s · 20 marks
30 mins
Languages
English
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Instructions
Syllabus
Mathematical Sciences
Harmonic Functions
Elementary Functions
Riemann Mapping Theorem
Important Theorems & Applications
Complex Integration
Stereographic Projection & Point Set Topology
Laurent Series & Residue Theorem
Bilinear Transformation & Mapping
Fundamental Concepts of Complex Analysis
Max. and Min. Modulus Principle and Schwarz Lemma
Taylor and Laurent Expansion
Calculus of Residues
Analytic Functions
Entire and Meromorphic Functions
Limit, Continuity & Differentiability
Analytic Continuation
Preliminaries
Applications of Cauchy's Theorem