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Here is a simple function (bernsum_powg) taken from David Harvey's bernmm library (using NTL), and two FLINT versions using the n_precomp and n_preinvert interfaces.
```
#include
#include "flint…
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I wanted to come up with a better implementation for primality. Basic modular arithmetic should probably be tackled first but they might go hand in hand.
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Hello,
Modular arithmetic being a common mathematical and computational concept, would it make sense to add support for it to this library?
I was thinking that implementing traits such as
``` rust
…
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I'm working on a Rust implementation of Paillier cryptosystem (https://github.com/kunerd/rpaillier). After I started I realised a lag of fundamental big number arithmetic functions like `mod_pow` and …
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# How to build a modular arithmetic library in Python
In this tutorial, we're going to learn how to create a library for modular arithmetic, using operator overloading and redefining the built-in fun…
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For several purposes it would be great for the Boost.Multiprecision to have a modular arithmetics adaptor.
Does it have any chance to be merged?
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Modular arithmetics is required for the further extension of library applicability.
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# [math/modular-arithmetic] Mod Int
## file name
- `src/math/modular-arithmetic/static-mod-int.hpp`
- `src/math/modular-arithmetic/dynamic-mod-int.hpp`
## TODO
- [ ] 実装
- [x] static 素数 mod…
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Let `r` be the radix of representation, then computing `x % r^k-1` can be reduced using the following identity (with `R = r^k`):
```
x = x % R + x // R (mod R-1)
```
See https://en.wikipedia.o…
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I tried to solve an equation with modular arithmetic, but there seems to be a syntax error here:
`(x % 4)+1=3`
```
(x % ? 4)+1=3
Stop: ) expected
```
Is Algebrite able to solve equations …