On the fast computing of some constants (Q2822174)
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scientific article; zbMATH DE number 6630239
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the fast computing of some constants |
scientific article; zbMATH DE number 6630239 |
Statements
27 September 2016
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high precision computation
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parallel computations
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mathematical constants
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computational mathematics
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.NET Framework
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X-MPIR
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special function
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\(e\)
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\(\pi\)
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\(ln(2)\)
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Airy
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lemniscate
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Catalan
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\(\gamma\)
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Khintchin's constant
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Landau-Ramanujan
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Laplace limit
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Ramanujan-Soldner constants
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On the fast computing of some constants (English)
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An implementation of a library and tools for computing various mathematical constants in specific environment .NET Framework is presented. The authors obtain special function calculations with arbitrary precision and some additional numerical methods. In table 1 comparison of the programs - \(\gamma \)-crunher, MPConts, PiFast, for computation of some constants, as \( e \), \(\pi \), \( ln(2)\), Airy, lemniscate, Catalan, \(\gamma \), is done. Then Khintchin's constant, Landau-Ramanujan, Laplace limit, Ramanujan-Soldner constants are computed with the environment .NET Framework. The implementation presented in the paper enables the achievement of non-trivial results even on a home computer.
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0.723690927028656
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0.7174553871154785
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