This proof does not provide a method for computing Bézout's coefficients, however, Bézout's lemma is also a corollary of the proof of the Extended Euclidean algorithm and this algorithm does provide an efficient method of computing these coefficients.
However, Bézout's lemma is also a corollary of the proof of the Extended Euclidean algorithm and this algorithm does provide an efficient method of computing these coefficients. This proof does not provide a method for computing Bézout's coefficients.
This proof does not provide a method for computing Bézout's coefficients. However, Bézout's lemma is also a corollary of the proof of the Extended Euclidean algorithm and this algorithm does provide an efficient method of computing these coefficients.
This proof does not provide a method for computing Bézout's coefficients. However, Bézout's lemma is also a corollary of the proof of the Extended Euclidean algorithm and this algorithm does provide an efficient method of computing these coefficients.