Top 10k strings from Matrix Operations (1983)(University Software).tap
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3 ;"matrix 2:": 2 ;"matrix:": 2 ;"matrix 1:": 2 ;"cannot be inverted": 2 ("matrix elements:"," row ";(i);",column ";(j);": ");x: 1 w=a(k,m)+a(i,m): 1 t$="value of scalar: ": 1 s=a(i,k)/a(k,k): 1 e=e+a(i,k)*b(k,j): 1 e=a(i,j)-b(i,j) 1 e=a(i,j)+b(i,j) 1 e=a(i,j)*n 1 b(i,j)=a(i,r+j) 1 b(i,j)=a(i,d+j) 1 a(k,k)<1e-8 1 a(k,j)=a(k,j)/z: 1 a(i,r+j)=0 1 a(i,r+i)=1 1 a(i,k)>1e-8 1 a(i,j)=a(i,r+j) 1 a(i,j)=a(i,j)-s*a(k,j): 1 a(i,j)=a(i,d+j) 1 a(i,d+j)=e 1 MATRIX OPERATIONS 1 M OPER 1 ;"singular matrix": 1 ;"no of rows must be equal to no of columns": 1 ;"no of columns of matrix 1 must be equal to no of rows of mat.2": 1 ;"matrix X scalar:" 1 ;"matrix 1:" 1 ;"matrix 1 and matrix 2 dimensionsmust be equal" 1 ;"matrix 1 X matrix 2:" 1 ;"matrix 1 - matrix 2:" 1 ;"matrix 1 + matrix 2:" 1 ;"inverse:": 1 ;"enter sm for scalar mult." 1 ;"enter s for subtraction" 1 ;"enter new dimensions": 1 ;"enter m for multiplication" 1 ;"enter i for inversion" 1 ;"enter a for addition" 1 ** reports for inappropiate matrix dimensions ** 1 (b(i,j)*1e6 1 (a(i,r+j)*1e6 1 (a(i,j)*1e6 1 ("matrix dimensions:"," (row,column): ");r(1 1 ("matrix ";(m);" dimensions:"," (row,column): ");r(m);",";c(m) 1 ("choose no of new matrix(1/2): ");m 1 "operations" 1 "Enter z to copy,c for another operation with resultant matrix,r for another problem,s to stop"; 1 Copyright 1983 University Software **