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% Applied Optimization using MATLAB % Dr. P.Venkataraman % Publisher: John Wiley % % Revised Simplex Algorithm translated from PASCAL from % Discrete Optimization Algorithms % M. M. Syslo, N.

% Finds the Combination of Two integers function returnvalue = Combination(m,n) returnvalue = Factorial(m)/(Factorial(n)*Factorial(m-n));

% Finds the Combination of Two integers function returnvalue = Combination(m,n) returnvalue = Factorial(m)/(Factorial(n)*Factorial(m-n));

function [CDFy]=GaussianCDF(M,S,CDFx) k=(CDFx-M)/S; CDFy=1-0.5*erfc(k/sqrt(2));

function k=schurlg(r) % function k=schurlg(r) % % Programmed by Dimitris Manolakis, January 2000 % %----------------------------------------------------------- % Copyright 2000, by Dimitris G. M

function [ci,Pi]=osigest(R,i) % LSIGEST Linear Signal Estimator for 1

function [a,k,Po]=durbin(r,M) % % Programmed by: Dimitris Manolakis, 1998 % %----------------------------------------------------------- % Copyright 2000, by Dimitris G. Manolakis, Vinay K. Ingle

function Q = mgs(X) % Modified Gram-Schmidt Algorithm % ------------------------------- % Usage: Q = mgs(X) % Q = New orthonormal basis vectors [q1,q2,...,qM] % X = Given M linearly indep

function [a,e,V,FPE]=lsfblp(x,M) % Linear predictor design using No-Windowing % forward-backward linear least-squares % Model parameters [1 a1...aM V] % V=input signal variance. % FPE=Akaike's fi

function Q = invtoepl(r,M) % % Programmed by: Vinay K. Ingle, 1999 % %----------------------------------------------------------- % Copyright 2000, by Dimitris G. Manolakis, Vinay K. Ingle, % an