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15
144
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GAP routine for computing orbits of cosets.

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#finite-groups #gap #computational-algebra
95
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Proof of non-computability of subset of a countably infinite set

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#computational-complexity #computational-algebra
25
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Relation between a particular codeword and primitive roots of the unit in a cyclic code

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#ring-theory #ideals #coding-theory #computational-algebra
62
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Checking if a matrix algebra is local algorithmically

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#abstract-algebra #algorithms #modules #computational-mathematics #computational-algebra
57
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Finding smallest integer to make the expression A+Bx divisible by another number K

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#linear-algebra #elementary-number-theory #modular-arithmetic #computational-algebra
70
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Let $P$ be prime and $Q\subset P$. How feasible is the computation of a Gröbner basis of a min prime over $Q$ compared to the computation for $P$?

Published on
#polynomials #computational-complexity #computational-mathematics #computational-algebra #groebner-basis
325
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How can I get maximal ideal containing an ideal using Macaulay2?

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#commutative-algebra #computational-algebra #macaulay2
186
Views

Proof of two ideals are equal

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#abstract-algebra #proof-writing #ideals #computational-algebra #monomial-ideals
224
Views

Is there any software which does Ring Computations?

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#abstract-algebra #gap #computational-algebra
112
Views

Finding seven harmonic cubics

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#algebraic-geometry #computational-geometry #laplacian #computational-algebra #homogeneous-spaces
129
Views

Permutation acting on subsets of the domain

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#group-theory #permutations #gap #computational-algebra
41
Views

Example $A$ algebra finitely generated but the initial algebra not.

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#algebraic-geometry #computational-algebra
261
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Is there any function in GAP finding all maximal elementary abelian subgroup of a $p$-group $P$?

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#group-theory #finite-groups #gap #p-groups #computational-algebra
518
Views

Normal form and remainder - Groebner Basis

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#computational-algebra #groebner-basis
209
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Using a lemma to calculate syzygy.

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#combinatorics #algebraic-geometry #commutative-algebra #computational-geometry #computational-algebra

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