Sem IV (Hons) 2019 (Jan-Jun, Sem-IV)
Complex Analysis: Complex Analysis: Brief Revision of Complex Numbers and their Graphical Representation. Euler's formula, De Moivre's theorem, Roots of Complex Numbers. Functions of Complex Variables. Analyticity and Cauchy-Riemann Conditions. Examples of analytic functions. Singular functions: poles and branch points, order of singularity, branch cuts. Integration of a function of a complex variable. Cauchy's Inequality. Cauchy‟s Integral formula. Simply and multiply connected region. Laurent and Taylor’s expansion.Residues and Residue Theorem. Application in solving Definite Integrals. [Notes Complex Analysis]
[Assignments 1 due date: 04-04-2024] [Solution of Assignment 07-04-2024]
Home Work 2 [given on 20-04-2024, due date : 25-04-2024][Solution here]
Integral Transform: [Note on Fourier Transform ] [Problem Set]
Laplace Transforms: [Lecture Notes] [Problem Sets]
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BU Theory Question paper 2024 [Click here] [Solution Here]
Burdwan University Question paper 2023 [Practical Question Paper - 2023]
Burdwan University Question paper 2022
Burdwan University Question paper 2019 [click here] [Practical Question Paper 2019]
Delhi University B.Sc Phys -Sem IV (Hons) Question Paper [2015]
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Phys-C VIII : [Sem-4: Mathematical Physics LAB using SCILAB]