📄 ls.m
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function L=ls(F1,F2,a,b,alpha,beta,M)%Input - F1 and F2 are the systems of first-order equations % representing the I.V.P.'s (9) and (10), respectively% - a and b are the endpoints of the interval% - alpha = x(a) and beta = x(b); the boundary conditions% - M is the number of steps%Output - L = [T' X]; where T' is M+1 x 1 vector of abscissas and% X is the M+1 x 1 vector of ordinates% NUMERICAL METHODS: Matlab Programs% (c) 2004 by John H. Mathews and Kurtis D. Fink% Complementary Software to accompany the textbook:% NUMERICAL METHODS: Using Matlab, Fourth Edition% ISBN: 0-13-065248-2% Prentice-Hall Pub. Inc.% One Lake Street% Upper Saddle River, NJ 07458Za=[alpha,0];[T,Z]=rks4(F1,a,b,Za,M);U=Z(:,1);Za=[0,1];[T,Z]=rks4(F2,a,b,Za,M);V=Z(:,1);X=U+(beta-U(M+1))*V/V(M+1);L=[T' X];
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