Questions - ASKSAGE: Sage Q&A Forum

618

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2016-06-02 22:59:36 +0200 nbruin

points on elliptic curve number field

243

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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 $E=\mathbb{Q}(\zeta_5)(X^5-\gamma)$

958

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

p-part of a class group

313

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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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no

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1

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

Fundamental Discriminant

468

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2015-07-30 13:01:11 +0200 tmonteil

The lattice of number fields

446

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no

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no

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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?

368

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2015-03-08 20:00:23 +0200 vdelecroix

Ideal moduli and residue symbols

946

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1

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3

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

Zeta function gone wild?

413

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2014-01-03 07:46:14 +0200 tmonteil

multiple algebraic extension

1k

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2

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1

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2013-12-20 04:36:55 +0200 John Cremona

splitting of primes

number_fields

979

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2

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2

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2013-12-20 04:29:06 +0200 John Cremona

Number Fields and the Norm

369

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2

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no

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

Functionality for elliptic curves over number fields

486

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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

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

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

264

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no

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no

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

Number fields and memory

460

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no

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no

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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

398

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1

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no

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2011-09-26 18:36:53 +0200 Dirk Danckaert

Simplification of expression with exponentials.

2k

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2011-08-31 10:23:17 +0200 Volker Braun

50 questions

points on elliptic curve number field

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

p-part of a class group

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

Fundamental Discriminant

The lattice of number fields

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

Ideal moduli and residue symbols

Zeta function gone wild?

multiple algebraic extension

splitting of primes

Number Fields and the Norm

Functionality for elliptic curves over number fields

Working with multiplicative groups

Quadratic number fields

Rational reconstruction in ring of integers

Number fields and memory

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

Simplification of expression with exponentials.

extracting the coefficients of a linear combination

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