This methods creates a GateMatrix from the given input data, which should be a matrix or a doubly-nested list.
The package SLPexpressions overrides matrix to allow a table (a nested list) of Gates as an argument.
i1 : declareVariable x; declareVariable y; |
i3 : A = matrix { apply(5,i->i*x) }
o3 = {{0, x, (2 * x), (3 * x), (4 * x)}}
o3 : GateMatrix
|
i4 : A#0
o4 = {0, x, (2 * x), (3 * x), (4 * x)}
o4 : List
|
i5 : A#0#0 o5 = 0 o5 : InputGate |
i6 : B = matrix { apply(4,i->y^i) }
o6 = {{1, (y), (y * y), (y * y * y)}}
o6 : GateMatrix
|
i7 : C = transpose A * B
o7 = {{(0), (0), (0), (0)}, {(x), ((x * (y))), ((x * (y * y))), ((x * (y * y
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* y)))}, {((2 * x)), (((2 * x) * (y))), (((2 * x) * (y * y))), (((2 * x)
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* (y * y * y)))}, {((3 * x)), (((3 * x) * (y))), (((3 * x) * (y * y))),
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(((3 * x) * (y * y * y)))}, {((4 * x)), (((4 * x) * (y))), (((4 * x) *
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(y * y))), (((4 * x) * (y * y * y)))}}
o7 : GateMatrix
|
i8 : numrows C, numcols C o8 = (5, 4) o8 : Sequence |
The object gateMatrix is a method function.