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matrix.d
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1987-05-16
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2KB
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/*
* matrixPrint - print out an integer matrix, together with a heading.
*/
proc matrixPrint(*char message; [*, *] int m)void:
int i, j;
writeln(message);
writeln();
for i from 0 upto dim(m, 1) - 1 do
for j from 0 upto dim(m, 2) - 1 do
write(m[i, j] : 5);
od;
writeln();
od;
writeln();
corp;
/*
* matrixMultiply - multiply the first argument matrix by the second
* argument matrix, leaving the result in the third.
* Return 'true' if all is well, else return 'false' if
* the passed matrixes aren't compatible.
*/
proc matrixMultiply([*, *] int x; [*, *] int y; [*, *] int z)bool:
int i, j, k, sum;
if dim(x, 2) ~= dim(y, 1) or dim(x, 1) ~= dim(z, 1) or
dim(y, 2) ~= dim(z, 2) then
/* the passed arrays don't fit in terms of size, return 'false'
to indicate failure */
false
else
for i from 0 upto dim(z, 1) - 1 do
for j from 0 upto dim(z, 2) - 1 do
sum := 0;
for k from 0 upto dim(x, 2) - 1 do
sum := sum + x[i, k] * y[k, j];
od;
z[i, j] := sum;
od;
od;
/* return 'true' to indicate that the arrays were compatible and the
multiplication has been done. */
true
fi
corp;
/*
* main - this is the main program. Execution starts here.
*/
proc main()void:
int M = 3, N = 6, P = 15; /* the sizes for the arrays */
int i, j, k;
[M, N] int a;
[N, P] int b;
[M, P] int c;
/* initialize the first matrix, 'a': */
for i from 0 upto M - 1 do
for j from 0 upto N - 1 do
a[i, j] := j - i;
od;
od;
matrixPrint("Matrix a:", a);
/* initialize the second matrix, 'b': */
for i from 0 upto N - 1 do
for j from 0 upto P - 1 do
b[i, j] := i - j;
od;
od;
matrixPrint("Matrix b:", b);
/* multiply the matrixes and print the result: */
if matrixMultiply(a, b, c) then
matrixPrint("Product matrix c:", c);
else
writeln("Error return from 'matrixMultiply'.");
fi;
corp;