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Subject Information
Subject Information
III Sem
Mathematics III
UNIT 1
Analytic Functions
PDF :
863 KB
Cauchy’s integral Theorem
PDF :
307 KB
Cauchy-Riemann Equation
PDF :
161 KB
Derivatives of Analytic Functions
PDF :
279 KB
Evaluation of Real Integrals
PDF :
388 KB
Harmonic Function
PDF :
938 KB
Residue Theorem
PDF :
2483 KB
Singularities, Zeros And Poles
PDF :
626 KB
Taylor & Laurent Series
PDF :
1273 KB
UNIT 2
Fourier transform
PDF :
863 KB
Inverse Fourier Transform
PDF :
307 KB
Fourier Integral
PDF :
161 KB
Solution of pde’s using integral transforms
PDF :
279 KB
Complex Fourier Transforms
PDF :
388 KB
Convolution Theorem
PDF :
938 KB
The z-Transform and its Applications
PDF :
2483 KB
UNIT 3
Correlation
PDF :
863 KB
The Binomial, Poisson, and Normal Distributionsand Distributions
PDF :
307 KB
Curve Fitting
PDF :
279 KB
Fitting of straight lines, Polynomials and Exponential curve
PDF :
279 KB
Kurtosis
PDF :
388 KB
Measure of Skewness
PDF :
938 KB
Method of Least Squares
PDF :
2483 KB
Moments
PDF :
2483 KB
Moment Generating functions
PDF :
2483 KB
Regression Analysis
PDF :
2483 KB
Tests of Significance
PDF :
2483 KB
UNIT 4
Finite Difference
PDF :
863 KB
Lagrange Interpolation
PDF :
307 KB
Zeroes of Transcendental and Polynomial Equations
PDF :
279 KB
Rate of convergence
PDF :
279 KB
Newton’s Forward and Backward Interpolation
PDF :
388 KB
Newton’s divided difference formula
PDF :
938 KB
UNIT 5
Jacobi Method
PDF :
863 KB
Gauss Siedel Method
PDF :
307 KB
Numerical Differentiation & Integration
PDF :
279 KB
Matrix Decomposition methods
PDF :
279 KB
Solution of system of linear equations
PDF :
388 KB
Solution of ordinary differential equations
PDF :
938 KB
Simpson’s one third and three-eight rules
PDF :
388 KB
Trapezoidal rule
PDF :
938 KB
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