fpm
grand-unified-divisibility-rule
| fpm | grand-unified-divisibility-rule | |
|---|---|---|
| 3 | 2 | |
| 599 | 35 | |
| - | - | |
| 2.1 | 3.8 | |
| 4 months ago | over 2 years ago | |
| C++ | Groovy | |
| MIT License | Creative Commons Attribution 4.0 |
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fpm
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Try This Brand New Analog Computer
> more like a floating point ... or more like a fixed-point ... ?
It really depends on what kind of analog hardware you use. Not exactly like either. You would different causes for error: Thermal, inherent indeterminism of interactions, decay/drift of value over time, boundary breaches with values near extrema, etc.
> IMO it is surprising fixed-point values don’t come up more often
The C++ standard committee has seen a paper on adding those to the language, as a library feature: https://www.open-std.org/jtc1/sc22/wg21/docs/papers/2019/p00...
There's a kind-of-popular fixed-point-math library for the language:
https://github.com/MikeLankamp/fpm
and I'm sure they have received some attention in other languages.
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Rust be like
[1]: https://github.com/MikeLankamp/fpm/blob/master/docs/performance.md
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Convert integer to floating point string without doing any floating point operations
It is a header only library, all you need to do is include the 3 hpp files in https://github.com/MikeLankamp/fpm/tree/master/include/fpm
grand-unified-divisibility-rule
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Grand Unified Divisibility Rule: One Divisibility Rule For All Numbers
I recently published my work about finding unified divisibility rule for all numbers. I tried to explain how all divisibility rule formulas and algorithms are very similar and derived from one main formula and algorithm. https://github.com/lemiorhan/grand-unified-divisibility-rule
- Show HN: Grand Unified Divisibility Rule: One divisibility rule for all numbers
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