L.J. Institute of Engineering and Technology, Ahmedabad
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Syllabus of MSE – II
Subject:- MATHEMATICS-IV Semester:- IV
Date:- 29/03/2012
TOPICS TO BE COVER IN TEACHING PHASE -II
No. of Chapter
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Detail syllabus of the chapter
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3
|
Power series (Taylor’s, Laurent’s series and Residues)
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5
|
Conformal mapping and its Applications
|
7
|
Numerical Integrations (Composite Rules)
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8
|
Linear Algebraic Equations (Gauss-Elimination with Partial pivoting, Gauss-Seidel Method, Gauss-Jacobi Method)
|
9
|
Power Method for computation of Eigen values
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10
|
Ordinary differential Equations-Taylor series, Euler and Runge-kutta methods
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TOTAL SYLLABUS OF MSE-II
No. of Chapter
|
Detail syllabus of the chapter
|
Phase 1
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2
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Cauchy’s integral formula
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9
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Newton’s Raphson’s Method, Bisection Method, Gauss-Elimination Method
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Phase 2
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3
|
Power series (Taylor’s, Laurent’s series and Residues)
|
5
|
Conformal mapping and its Applications
|
7
|
Numerical Integrations (Composite Rules)
|
8
|
Linear Algebraic Equations (Gauss-Elimination with Partial pivoting, Gauss-Seidel Method, Gauss-Jacobi Method)
|
9
|
Power Method for computation of Eigen values
|
10
|
Ordinary differential Equations-Taylor series, Euler and Runge - kutta methods
|
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