Question

Custom scalar type with Eigen : Inverting compiles for 4x4 matrices, but not for 5x5 matrices

score 55 · Answer 1 · 2024-01-17T17:52:21.840000

55

Views

Custom scalar type with Eigen : Inverting compiles for 4x4 matrices, but not for 5x5 matrices

Published on 17 January 2024 at 17:52

score 81 · Answer 2 · 2023-12-08T23:16:20.317000

81

Views

SVD of finite field matrix

Published on 08 December 2023 at 23:16

score 69 · Answer 3 · 2023-08-30T04:08:12.663000

69

Views

Which finite fields are generated automatically by Nemo (which uses flint)

Published on 30 August 2023 at 04:08

score 177 · Answer 4 · 2023-07-29T04:42:43.573000

177

Views

Galois Reed Solomon

Published on 29 July 2023 at 04:42

score 565 · Answer 5 · 2023-06-09T19:41:58.250000

565

Views

In python, how to find a primitive element of finite field?

Published on 09 June 2023 at 19:41

score 45 · Answer 6 · 2023-04-13T08:24:06.597000

45

Views

Is there no basic finite field calculation function on MATLAB?

Published on 13 April 2023 at 08:24

score 72 · Answer 7 · 2023-03-21T09:57:05.947000

72

Views

Is there a way to Forward Error Correct (FEC RS) an Alphabet of 36 chars?

Published on 21 March 2023 at 09:57

score 255 · Answer 8 · 2022-12-07T02:23:31.987000

255

Views

Solving a large system of linear equations over the finite field F2

Published on 07 December 2022 at 02:23

score 132 · Answer 9 · 2022-12-04T16:06:49.667000

132

Views

Julia: Adding a multivariate polynomial to a univariate polynomial

Published on 04 December 2022 at 16:06

score 97 · Answer 10 · 2022-12-04T01:20:05.640000

97

Views

Julia ERROR: 'Can't Promote to Common Type' for multivariate polynomials in Nemo Library

Published on 04 December 2022 at 01:20

score 146 · Answer 11 · 2022-07-21T22:23:34.480000

146

Views

Optimal frequency of modulo operation in finite field arithmetic implementation

Published on 21 July 2022 at 22:23

score 739 · Answer 12 · 2022-07-07T06:46:56.487000

739

Views

fast and efficient matrix multiplication in GF(2) field - python

Published on 07 July 2022 at 06:46

score 217 · Answer 13 · 2022-06-01T13:28:09.520000

217

Views

Is there an efficient algorithm to compute the Jacobsthal matrix or quadratic character in GF(q)?

Published on 01 June 2022 at 13:28

score 221 · Answer 14 · 2022-05-07T12:39:32.077000

221

Views

Is there any way to plot xy diagram of points of elliptic curve over finite field with huge number p defined by standard EC (p-192,p-256...)?

Published on 07 May 2022 at 12:39

score 310 · Answer 15 · 2022-04-03T22:27:41.810000

310

Views

Modelling finite field arithmetic mod p in Z3

Published on 03 April 2022 at 22:27

score 183 · Answer 16 · 2022-02-15T08:00:07.957000

183

Views

modulo reduction in field of non primitive order

Published on 15 February 2022 at 08:00

score 1.9k · Answer 17 · 2022-02-11T10:31:45.537000

1.9k

Views

Python linear algebra in a finite field

Published on 11 February 2022 at 10:31

score 396 · Answer 18 · 2021-12-12T08:27:21.517000

396

Views

Correctness of multiplication in galois field

Published on 12 December 2021 at 08:27

score 3k · Answer 19 · 2021-12-07T13:58:28.240000

3k

Views

How to perform addition and multiplication in F_{2^8}

Published on 07 December 2021 at 13:58

score 134 · Answer 20 · 2021-11-13T07:55:50.730000

134

Views

Algorithms better than meet-in-the-middle

Published on 13 November 2021 at 07:55

List Question

Custom scalar type with Eigen : Inverting compiles for 4x4 matrices, but not for 5x5 matrices

SVD of finite field matrix

Which finite fields are generated automatically by Nemo (which uses flint)

Galois Reed Solomon

In python, how to find a primitive element of finite field?

Is there no basic finite field calculation function on MATLAB?

Is there a way to Forward Error Correct (FEC RS) an Alphabet of 36 chars?

Solving a large system of linear equations over the finite field F2

Julia: Adding a multivariate polynomial to a univariate polynomial

Julia ERROR: 'Can't Promote to Common Type' for multivariate polynomials in Nemo Library

Optimal frequency of modulo operation in finite field arithmetic implementation

fast and efficient matrix multiplication in GF(2) field - python

Is there an efficient algorithm to compute the Jacobsthal matrix or quadratic character in GF(q)?

Is there any way to plot xy diagram of points of elliptic curve over finite field with huge number p defined by standard EC (p-192,p-256...)?

Modelling finite field arithmetic mod p in Z3

modulo reduction in field of non primitive order

Python linear algebra in a finite field

Correctness of multiplication in galois field

How to perform addition and multiplication in F_{2^8}

Algorithms better than meet-in-the-middle

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