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Let `K. = NumberField(f)`. The method `K.is_galois()` does the following:
```
if self.degree() < 12:
return self.galois_group(type='pari').order() == self.degree()
else:
return len(self.aut…
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The assumption is that the architecture independent files in the Macaulay2 distributions are the same for all debian-based architectures, so that there only has to be one common `*.deb` file for them.…
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We invoke C code for SIMD in [galois_8.rs](https://github.com/darrenldl/reed-solomon-erasure/blob/master/src/galois_8.rs) but [galois_16.rs](https://github.com/darrenldl/reed-solomon-erasure/blob/mast…
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As a first step toward Galois groups of general p-adic extensions, we should add Galois groups of tame extensions, which are easy to compute.
Depends on #31469
CC: @alexjbest
Component: **padics…
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What about skipping the Galois group and introducing the Galois groupoid, instead? Is there any reason to artificially single out a particular splitting field?
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I was surprised that I couldn't see a way to search only for Galois or only abelian number fields.
This seems like a useful feature that would probably be easiest to implement by adding a couple of c…
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The `cx_bn_gf2_n_mul()` syscall is not implemented on Nano S but is implemented on all other Ledger devices.
Galois Field operations are used in several areas of cryptography including AES, Shamir'…
aido updated
4 months ago
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This is essentially #4105 but for Galois group elements.
```
sage: K. = NumberField(x^6 + 40*x^3 + 1372)
sage: G = K.galois_group()
sage: L = [G.artin_symbol(Q) for Q in K.primes_above(5)]
sage: L[…
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Not an urgent issue, but something that seems like it may be an easy fix.
Source Code:
```C
const gal8 min_poly = 0b11101, // Minimal polynomial x^8 + x^4 + x^3 + x^2 + 1
generator = 0b10; …
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Hello,
The following error is thrown when I attempt to use the multiprocessing module when the function contains Galois fields:
```
Exception in thread Thread-8: = 3. Or at least, I have checked …