Questions - ASKSAGE: Sage Q&A Forum

110

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2024-03-23 13:53:02 +0200 pkoprowski

Bug in quadratic_defect

95

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1

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no

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2022-10-02 19:56:07 +0200 DreDd

How to generate such Number field?

648

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2

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2021-08-04 23:10:24 +0200 FabianG

Lower-level Singular interface / turn off unneeded PARI calculations

325

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3

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2

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2021-07-05 21:04:42 +0200 FrédéricC

fixed subfield of cyclotomic field

130

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1

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2021-06-17 10:51:01 +0200 rerouille

Computing the ideal below in a cyclotomic field

535

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2

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3

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2019-07-12 12:59:07 +0200 slelievre

Constructing a number field with complex embedding

532

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1

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2

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2019-04-18 19:46:28 +0200 slelievre

Computations in the ring of integers of a number field

199

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1

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2018-11-04 15:47:55 +0200 David Loeffler

Reduce non-integral element mod ideal

359

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1

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1

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2018-04-25 03:44:22 +0200 eodorney

Number field basis containing 1

306

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1

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1

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2018-01-27 12:28:32 +0200 vdelecroix

Computation of homomorphisms of number fields

186

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4

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2018-01-18 21:12:12 +0200 biasse

Calculation of maximal order fails even when using "maximize_at_primes"

393

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1

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2017-12-13 02:01:02 +0200 dan_fulea

factorization on number fields

219

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2017-07-08 19:52:42 +0200 jakkeon

How to compute a cyclic subgroup of a class group?

776

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1

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1

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2019-06-30 17:27:40 +0200 slelievre

Converting a symbolic expression to an element of a number field

241

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1

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2016-06-02 12:58:58 +0200 nbruin

Finding a $\gamma$ to define a number field like $E=\mathbb{Q}(\zeta_5)(X^5-\gamma)$

308

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1

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1

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2016-05-04 01:48:29 +0200 tmonteil

.subfields() not working in Sage 6.2; any workaround?

865

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1

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2016-04-01 18:43:37 +0200 Lerner

Fundamental Discriminant

445

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2015-05-22 22:23:45 +0200 Dan Shumow

Does QuadraticField use any special algorithms for computing the class group of quadratic imaginary number fields?

947

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3

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2

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2013-04-15 09:19:29 +0200 tmonteil

Quadratic number fields

368

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2

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2013-12-10 05:34:52 +0200 John Cremona

Functionality for elliptic curves over number fields

957

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1

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1

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2016-06-01 19:37:49 +0200 nbruin

p-part of a class group

525

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2

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no

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2013-03-27 12:33:13 +0200 Snark

Rational reconstruction in ring of integers

399

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1

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1

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2020-03-26 20:36:56 +0200 Sébastien

From number field to interval field

264

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2012-07-21 01:28:13 +0200 vdelecroix

Number fields and memory

485

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2

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1

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2013-08-01 11:18:54 +0200 jack77

Working with multiplicative groups

459

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2011-10-30 07:26:49 +0200 joro

Can I efficiently verify if given $h$ is the class number of a quadratic field?

number_fields

939

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1

answer

3

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2014-06-29 18:08:49 +0200 rws

27 questions

Bug in quadratic_defect

How to generate such Number field?

Lower-level Singular interface / turn off unneeded PARI calculations

fixed subfield of cyclotomic field

Computing the ideal below in a cyclotomic field

Constructing a number field with complex embedding

Computations in the ring of integers of a number field

Reduce non-integral element mod ideal

Number field basis containing 1

Computation of homomorphisms of number fields

Calculation of maximal order fails even when using "maximize_at_primes"

factorization on number fields

How to compute a cyclic subgroup of a class group?

Converting a symbolic expression to an element of a number field

Finding a $\gamma$ to define a number field like $E=\mathbb{Q}(\zeta_5)(X^5-\gamma)$

.subfields() not working in Sage 6.2; any workaround?

Fundamental Discriminant

Does QuadraticField use any special algorithms for computing the class group of quadratic imaginary number fields?

Quadratic number fields

Functionality for elliptic curves over number fields

p-part of a class group

Rational reconstruction in ring of integers

From number field to interval field

Number fields and memory

Working with multiplicative groups

Can I efficiently verify if given $h$ is the class number of a quadratic field?

Zeta function gone wild?

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