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Oderyn's profile - overview
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karma
followed questions
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karma
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Registered User
member since
2015-04-15 21:09:55 +0100
last seen
2015-12-26 18:45:18 +0100
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12
Questions
4k
views
1
answer
1
vote
2015-05-02 16:29:21 +0100
tmonteil
Finding complex roots
polynomials
roots
1k
views
1
answer
1
vote
2015-04-28 21:20:13 +0100
eric_g
Dot-angle syntax
syntax
375
views
no
answers
1
vote
2015-05-22 06:54:38 +0100
Oderyn
Fractional ideals for $\mathbb{Z}$
number_theory
1k
views
1
answer
1
vote
2015-06-19 15:52:23 +0100
slelievre
Summing primes, cannot convert to int
summation
26k
views
1
answer
1
vote
2017-03-02 22:38:33 +0100
dan_fulea
Check if element is irreducible in algebraic number field
number_theory
452
views
1
answer
1
vote
2015-04-16 09:12:50 +0100
rws
Solution of quadratic forms
QuadraticForm
1k
views
1
answer
no
votes
2015-04-21 16:59:24 +0100
calc314
Alternative to piecewise functions?
piecewise
1k
views
3
answers
no
votes
2015-08-02 11:52:39 +0100
nbruin
Factor out roots
simplification
200
views
no
answers
no
votes
2015-05-02 15:58:59 +0100
Oderyn
Can't use gp interface
gp
301
views
no
answers
no
votes
2015-05-26 08:41:33 +0100
Oderyn
How to find out if ideal is prime, principal, maximal in $\mathbb{Z}[X]$?
polynomials
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Solution of quadratic forms
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Fractional ideals for $\mathbb{Z}$
Find out if matrix is positive semidefinite
Summing primes, cannot convert to int
Alternative to piecewise functions?
Check if element is irreducible in algebraic number field
Finding complex roots
Factor out roots
Solution of quadratic forms
Protect built-in variables?
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Solution of quadratic forms
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Find out if matrix is positive semidefinite
Alternative to piecewise functions?
Factor out roots
Finding complex roots
Check if element is irreducible in algebraic number field
Protect built-in variables?
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Alternative to piecewise functions?
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8
Factor out roots
Find out if matrix is positive semidefinite
Summing primes, cannot convert to int
Alternative to piecewise functions?
Check if element is irreducible in algebraic number field
Finding complex roots
Fractional ideals for $\mathbb{Z}$
Protect built-in variables?
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