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Euclidean algorithm - Wikipedia

The generalized Euclidean algorithm requires a Euclidean function, i.e., a mapping f from R into the set of nonnegative integers such that, for any two nonzero elements a and b in R, there exist q and r in R such that a = qb + r and f(r) < f(b). An example of this mapping is the norm function used to order the Gaussian integers above.

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Extended Euclidean Algorithm - UC Denver

The extended Euclidean algorithm will give us a method for calculating p efficiently (note that in this application we do not care about the value for s, so we will simply ignore it.) The Extended Euclidean Algorithm for finding the inverse of a number mod n. We will number the steps of the Euclidean algorithm starting with step 0.

c++ - euclid's extended algorithm C ++ - Stack Overflow

I'm having an issue with Euclid's Extended Algorithm. (ax+by=gcd(a,b)) I'm trying to determine both the GCD and x and y. The GCD isn't a problem but using the loop method something is going wrong with x and y. Normally one number comes up as 0 and the other is …