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29
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Tagged
finitefield
×
1k
views
1
answer
no
votes
2010-12-06 14:06:29 +0200
Mike Hansen
subfields in finite fields
finitefield
404
views
1
answer
2
votes
2011-08-15 16:04:27 +0200
niles
bug in minimal polynomials of finite fields
finitefield
minimalpolynomial
4k
views
1
answer
no
votes
2017-03-05 20:18:12 +0200
dan_fulea
inverse of a polynomial modulo another polynomial
inverse
modular_polynomials
finitefield
966
views
3
answers
no
votes
2012-04-10 10:55:54 +0200
DSM
Define function in GF(q)
finitefield
polynomial
trace
1k
views
1
answer
no
votes
2017-03-09 19:40:59 +0200
dan_fulea
Trace function over GF(q)
finitefield
tracefunction
475
views
1
answer
no
votes
2012-04-20 09:55:39 +0200
Volker Braun
Defining Polynomial Basis and Generic Polynomials
polynomial
finitefield
1k
views
1
answer
no
votes
2017-03-25 19:13:00 +0200
dan_fulea
computing order of elliptic curves over binary field
EllipticCurve
finitefield
468
views
1
answer
1
vote
2013-12-10 05:48:54 +0200
John Cremona
Order of randomly generated elliptic curve
EllipticCurve
finitefield
971
views
1
answer
no
votes
2017-03-01 23:52:53 +0200
dan_fulea
Unitary matrices over finite fields
finitefield
unitary
matrix
hermitian
335
views
1
answer
1
vote
2013-02-05 15:21:27 +0200
achrzesz
Elliptic Curve functions don't seem to exist?
cryptography
EllipticCurve
finitefield
2k
views
1
answer
1
vote
2013-06-23 21:05:37 +0200
Volker Braun
Solving system of polynomial equation over finite field
PolynomialRing
groebner
finitefield
2k
views
2
answers
2
votes
2019-02-22 18:48:56 +0200
FrédéricC
Symbolic computations in a finite field
symbolic
finitefield
sympy
441
views
1
answer
1
vote
2013-07-30 06:36:34 +0200
Luca
Create Morphism's between Finite Fields and VectorSpaces
homomorphism
morphism
finitefield
vectorspace
939
views
1
answer
no
votes
2013-12-10 01:33:15 +0200
nbruin
Elliptic Curve on FF points are expressed as 3 numbers?
EllipticCurve
points
finitefield
423
views
4
answers
no
votes
2013-12-15 03:24:30 +0200
cjsh
how to run fraction elenment in Multivariate Polynomial Ring in over Finite Field ring
fraction
Element
finitefield
754
views
2
answers
3
votes
2016-07-17 16:07:10 +0200
wjansen
What is the effect of declaring a polynomial `sparse'?
polynomial
finitefield
210
views
1
answer
no
votes
2016-09-19 22:14:56 +0200
tmonteil
residocity of elements in an extension of $\mathbb{F}_p$
finitefield
2k
views
1
answer
2
votes
2017-01-03 17:45:59 +0200
tmonteil
Generate a Matrix over a Finite Field with symbolic variables
matrix
finitefield
variables
233
views
no
answers
1
vote
2017-07-14 10:58:52 +0200
vdelecroix
Several matrix multiplications over binary fields
finitefield
matrix-operations
MatrixSpace
parallel
parallel_decoration
271
views
1
answer
no
votes
2017-09-04 14:44:48 +0200
B r u n o
pre-reduction multiplication result in binary field
modular
finitefield
modular_polynomials
polynomials
907
views
1
answer
no
votes
2017-09-04 21:09:43 +0200
nbruin
calculating the modulo of a "number" in a binary finite field
modular
finitefield
modular_polynomials
polynomials
5k
views
1
answer
no
votes
2017-11-23 17:20:52 +0200
B r u n o
Lagrange interpolation over a finite field
finitefield
1k
views
1
answer
1
vote
2018-04-24 00:38:12 +0200
dan_fulea
Square root of polynomial modulo another irreducible polynomial
sqrt
polynomial
finitefield
354
views
1
answer
no
votes
2018-05-28 03:43:10 +0200
nbruin
kernel of a matrix defined over polynomial rings
kernel
LaurentPolynomial
finitefield
galois
1k
views
3
answers
1
vote
2020-05-28 18:15:31 +0200
John Cremona
Elliptic Curve Twist
finitefield
EllipticCurve
1k
views
2
answers
1
vote
2019-08-26 18:19:01 +0200
rburing
Square roots in finite fields
sqrt
square_root
finitefield
253
views
no
answers
1
vote
2020-07-03 00:36:22 +0200
slelievre
SageMath: defining class of functions on Elliptic Curves
Elliptic-curves
finitefield
150
views
2
answers
2
votes
2022-02-09 16:32:02 +0200
Max Alekseyev
Evaluate polynomial with imaginary number as input?
extension-field
finitefield
PolynomialRing
143
views
1
answer
1
vote
2023-02-06 19:25:35 +0200
dan_fulea
Model polynomials of $GF(p)$ as polynomials of $GF(p^n)$
PolynomialRing
finitefield
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