least common multiple of Gaussian integers
GIlcm(x, x, ..., x[n])
x, x, ..., x[n]
The GIlcm function computes and returns the first quadrant associate of a least common multiple of the Gaussian integers x1=a1+I⁢b1, ..., xn=an+I⁢bn where the ai's and the bi's are integers. The first quadrant associate of a Gaussian integer is defined as I5−j⁢x where x is a Gaussian integer and j (1..4) is the quadrant containing x (see GInormal).
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