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The arithmetically normalized coefficients of this L-function
http://beta.lmfdb.org/L/ModularForm/GL2/Q/holomorphic/1041/2/a/a/1/1/
lie in Qsqrt5. But on the L-function home page those are only …
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The current behavior of `mod` on Sage rationals is currently useless
```
sage: (2/3).mod(5)
0
sage: (2/3).mod(6)
0
```
And very different from what `mod_ui` does
```
sage: (2/3).mod_ui(5)
4
sage: …
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The following does not work and it seems to fail in an odd way wrt. the preparser
```
P1. = QQ[].fraction_field()
```
There doesn't seem to be a convenient way of constructing a rational function f…
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Using in Void Linux:
```
% *** clpBNR v0.10.2 ***.
% Arithmetic global flags set to prefer rationals and IEEE continuation values.
Welcome to SWI-Prolog (threaded, 64 bits, version 9.0.0)
```…
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mp++ is a small C++11 header-only library for multiprecision arithmetic, currently supporting integers and rationals.
tarball at
https://github.com/bluescarni/mppp/archive/v0.3.tar.gz
To be r…
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Numbers are currently just numbers as far as the user can tell (sort of, see below), which is nice. Internally, they are either integers or floats, and this leaks out a little bit. I think shielding u…
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**Describe the bug**
_Native floating point_
Native CPU floating point operations are not suitable for a portable deterministic language because they can produce slightly different results on di…
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Currently, the only way to create floating point numbers is to parse them from string. Pretty much the only useful things I can do with these floating point numbers is arithmetic (addition, multiplica…
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This example was pointed out by njuffa on scicomp.stackexchange.com. I checked it also with a recent version of Z3 and exact rational arithmetic.
```
# This is the native cpu instruction
julia> f…
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The following repo shows that [armadillo](http://arma.sourceforge.net/) can be monkey-patched to support mp++ types as elements (`integer` and `rational`, but others could be easily added).
https:/…