Questions - ASKSAGE: Sage Q&A Forum

363

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2020-02-04 08:43:46 +0200 rburing

Compute Groebner basis of real polynomials

354

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2020-04-27 18:59:50 +0200 torres

RuntimeError Groebner basis for a Boolean system

518

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1

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2020-05-09 19:34:31 +0200 rburing

Implicitization by symmetric polynomials

199

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2020-06-05 13:39:53 +0200 rburing

Why does Sage say my Groebner basis is 1?

groebner_basis

227

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2020-07-14 13:03:27 +0200 Emmanuel Charpentier

One point from infinity variety

313

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2020-08-12 10:54:26 +0200 rburing

A 2-codim polynomial ideal of normal-basis [0], meaning?

213

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2020-09-03 06:38:33 +0200 dan_fulea

Rewriting linear combination of Groebner basis in terms of original terms

475

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no

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2020-09-03 18:28:27 +0200 rburing

Inconsistency with Groebner basis

241

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2020-09-04 10:30:55 +0200 torres

Too long to compute the Groebner basis of a not so big system

282

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2021-06-24 17:21:22 +0200 FabianG

Is it hopeless to compute a Groebner basis for this big system?

179

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2021-08-07 17:03:18 +0200 tmonteil

Why is .groebner_basis only defined for a LaurentPolynomialRing on two or more generators?

141

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2022-02-27 17:47:35 +0200 rburing

GB for I=ideal(x^3-3*x^2-y+1,-x^2+y^2-1) leaves out a further step.

groebner_basis

209

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2022-04-10 17:05:40 +0200 tmonteil

Algorithm for Grobner Basis

groebner_basis

134

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no

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2022-05-03 02:39:24 +0200 dan_fulea

decompose polynomial by ideal members

544

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2022-07-01 18:57:22 +0200 Max Alekseyev

All the solutions of a polynomial system over a finite ring

99

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no

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2023-03-02 21:19:10 +0200 Sergey Guminov

Expression of 1 in terms of generators of an ideal [closed]

groebner_basis

106

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2023-06-06 15:05:14 +0200 Max Alekseyev

Calculating Groebner base with constants

88

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2023-07-30 14:05:36 +0200 rburing

Trouble transforming a groebner basis

259

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no

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2015-04-24 09:31:06 +0200 slelievre

groebner_basis() makes singular crash

162

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2016-12-23 18:45:33 +0200 slelievre

A polynomial system with at least one solution

groebner_basis

687

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2017-08-24 14:28:47 +0200 Jo Be

Solving equations in polynomial ring if ideal is positive dimensional

289

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no

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2017-11-25 21:54:03 +0200 Petra

Uniqueness of reduced Groebner basis - proof

282

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3

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2021-02-19 13:38:57 +0200 vojtechsu

Groebner basis over large finite fields.

315

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no

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2021-06-16 12:48:41 +0200 Sébastien Palcoux

Can we avoid to fall back to very slow toy implementation in the computation of Groebner basis under a finite field of large characteristic?

267

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no

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1

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2021-07-17 20:46:06 +0200 petRUShka

AttributeError when load object (ideal and groebner basis) with numpy.load

100

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2022-04-29 14:55:44 +0200 WillemR

Calculating variety of ideal does not finish

67

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no

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2023-06-06 12:18:02 +0200 slelievre

57 questions

Compute Groebner basis of real polynomials

RuntimeError Groebner basis for a Boolean system

Implicitization by symmetric polynomials

Why does Sage say my Groebner basis is 1?

One point from infinity variety

A 2-codim polynomial ideal of normal-basis [0], meaning?

Rewriting linear combination of Groebner basis in terms of original terms

Inconsistency with Groebner basis

Too long to compute the Groebner basis of a not so big system

Is it hopeless to compute a Groebner basis for this big system?

Why is .groebner_basis only defined for a LaurentPolynomialRing on two or more generators?

GB for I=ideal(x^3-3*x^2-y+1,-x^2+y^2-1) leaves out a further step.

Algorithm for Grobner Basis

decompose polynomial by ideal members

All the solutions of a polynomial system over a finite ring

Expression of 1 in terms of generators of an ideal [closed]

Calculating Groebner base with constants

Trouble transforming a groebner basis

groebner_basis() makes singular crash

A polynomial system with at least one solution

Solving equations in polynomial ring if ideal is positive dimensional

Uniqueness of reduced Groebner basis - proof

Groebner basis over large finite fields.

Can we avoid to fall back to very slow toy implementation in the computation of Groebner basis under a finite field of large characteristic?

AttributeError when load object (ideal and groebner basis) with numpy.load

Calculating variety of ideal does not finish

Declaring constants when working with Groebner bases [closed]

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