From Euclid to Corner Sums - a Trail of Telescoping Tricks
Abstract
Euclid’s algorithm is extended to binomials, geometric sums and corner sums. Two-
sided non-commuting, non-constant linear difference equations will be solved, and the
solution is applied to corner sums, thereby presenting an explicit formula for the generator of the bi-module spanned by the two starting corner sums.
sided non-commuting, non-constant linear difference equations will be solved, and the
solution is applied to corner sums, thereby presenting an explicit formula for the generator of the bi-module spanned by the two starting corner sums.
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