Computer program for the conjugacy problem of $GL_n(mathbb{Z})$
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In "Solution of the conjugacy problem in certain arithmetic groups" Grunewald provided an algorithm for solving the conjugacy problem of $GL_n(mathbb{Z})$.
My question is:
Is there some computer program realizing this algorithm? Where to find it?
abstract-algebra matrices integer-programming computer-algebra-systems computational-algebra
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add a comment |
$begingroup$
In "Solution of the conjugacy problem in certain arithmetic groups" Grunewald provided an algorithm for solving the conjugacy problem of $GL_n(mathbb{Z})$.
My question is:
Is there some computer program realizing this algorithm? Where to find it?
abstract-algebra matrices integer-programming computer-algebra-systems computational-algebra
$endgroup$
add a comment |
$begingroup$
In "Solution of the conjugacy problem in certain arithmetic groups" Grunewald provided an algorithm for solving the conjugacy problem of $GL_n(mathbb{Z})$.
My question is:
Is there some computer program realizing this algorithm? Where to find it?
abstract-algebra matrices integer-programming computer-algebra-systems computational-algebra
$endgroup$
In "Solution of the conjugacy problem in certain arithmetic groups" Grunewald provided an algorithm for solving the conjugacy problem of $GL_n(mathbb{Z})$.
My question is:
Is there some computer program realizing this algorithm? Where to find it?
abstract-algebra matrices integer-programming computer-algebra-systems computational-algebra
abstract-algebra matrices integer-programming computer-algebra-systems computational-algebra
edited Dec 19 '18 at 1:03
Tengu
2,66411021
2,66411021
asked Dec 18 '18 at 0:45
PeterPeter
162
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