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