The Algorithm. Our algorithm to compute individual base-b digits of certain constants is based on the binary scheme for exponentiation, wherein one evaluates x.

These algorithms can be easily implemented (multiple precision arithmetic is not needed), require virtually no memory, and feature run times that scale nearly ...

Nov 28, 2024 · PDF | We give algorithms for the computation of the d-th digit of certain transcendental numbers in various bases.

We demonstrate this technique by computing the ten billionth hexadecimal digit of π, the billionth hexadecimal digits of π2, log(2) and log2(2), and the ten ...

These algorithms can be easily implemented (multiple precision arithmetic is not needed), require virtually no memory, and feature run times that scale nearly ...

On the rapid computation of various polylogarithmic constants. HTML articles powered by AMS MathViewer. by David Bailey, Peter Borwein and Simon Plouffe PDF ...

Apr 1, 1996 · These algorithms can be easily implemented (multiple precision arithmetic is not needed), require virtually no memory, and feature run times ...

These algorithms can be easily implemented, require virtually no memory, and feature run times that scale nearly linearly with the order of the digit ...

On the rapid computation of various polylogarithmic constants · Contents. Mathematics of Computation. Volume 66, Issue 218 · PREVIOUS ARTICLE. Decomposing 40 ...

Our algorithm to compute individual base-b digits of certain constants is based on the binary scheme for exponentiation, wherein one evaluates xn rapidly by ...