The PSLQ procedure can be regarded as a jazzed-up version of an integer-relation algorithm dating back more than 2,000 years to the Greek geometer Euclid of Alexandria (365–300 B.C.). The Euclidean ...
Many important practical computations, such as scheduling, combinatorial, and optimization problems, use techniques known as integer programming to find the best combination of many variables. In ...
A Go tool find_arctan_relations that searches for Machin‑style arctan formulas for π by selecting arctan(1/x) terms according to prime‑factor norms and applying the PSLQ integer‑relation algorithm.
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