📄 input-matrix-operations1
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/* ===================================================== *//* MATRIX OEPRATION I *//* *//* Test basic matrix operations without units *//* ===================================================== *//* MATRIX OPERATION I *//* [a] BUILT MATRIX */print "\n =========== BUILD MATRIX ===========\n";X = [1, 2, 3];Y = [1; 2; 3];Z = [1, 3; 2, 3];V = [1; 2; 3 ;4; 5; 6];W = [1, 2, 3 ,4, 5 ,6];PrintMatrix(V, W);print "\n MATRIX's SIZE \n";size = Dimension(Z);print " Size of Matrix [Z]: \n ";PrintMatrix(size);print "\n =========== PRINT MATRIX ===========\n";print "\n case [a] PRINT A MATRIX \n";print " use : PrintMatrix(X)\n or PrintMatrixCast(X) \n";PrintMatrix(X);PrintMatrixCast(X);print "\n case [b] PRINT A SERIES OF MATRIXs ONE BY ONE\n";print " use : PrintMatrix(X, Y, Z)\n";print " or : PrintMatrixCast(X), PrintMatrix(Y), and PrintMatrixRep(Z)\n";PrintMatrix(X, Y, Z);print "\n =========== MATRIX ALLOCATION ===========\n";print "\n [a] Allocate a 2 by 3 matrix \n";W = Matrix([2, 3]);print "\n [b] Allocate a 1 by 3 matrix full of zeros \n";X = Zero([1, 3]);PrintMatrix(X);print "\n [c] Allocate a 3 by 3 matrix full of zeros \n";X = Zero([3, 3]);Y = Zero([3]);PrintMatrix(X, Y);print "\n [d] Allocate a matrix full of zeros, the size is same of [W] \n";X = Zero(Dimension(W));PrintMatrix(X);print "\n [f] Allocate a 3 by 3 matrix full of ones\n";X = One([3, 3]);Y = One([3]);PrintMatrix(X, Y);print "\n [g] Allocate a 3 by 3 diagonal matrix with 2 at diagonal \n";print "\n and a 4 by 4 identity matrix \n";X = Diag([3, 2]);Y = Diag([4, 1]);PrintMatrix(X, Y);quit;
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