Optimized multiseries hypergeometric formulas for single and multiple logarithms, found via integer programming on a lattice, enable efficient high-precision computation with demonstrated results exceeding 10^11 digits and an application to 2*10^12 digits of log(10).
(Cornell University, SysEn 5800 Fall 2020) ( :13:)
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Fast Ramanujan--type Series for Logarithms. Part II
Optimized multiseries hypergeometric formulas for single and multiple logarithms, found via integer programming on a lattice, enable efficient high-precision computation with demonstrated results exceeding 10^11 digits and an application to 2*10^12 digits of log(10).