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Algebraic description of $\frac1{x+y}$ in terms of $\frac1x$ and $\frac1y$ over finite field.

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#computational-algebra
656
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An algorithm to find a subgroup generated by a subset of a finite group

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#group-theory #finite-groups #algorithms #computational-algebra
292
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Groebner basis over rings

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#abstract-algebra #polynomials #commutative-algebra #computational-algebra #groebner-basis
150
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About subsets of finite groups with $A^{-1}A=G$ or $AA^{-1}=G$?

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#group-theory #finite-groups #gap #computational-algebra
46
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Ordering of elements in the base of a group

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#group-theory #finite-groups #symmetric-groups #computational-mathematics #computational-algebra
508
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Software for computing generators of the invariant rings of the symmetric groups

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#computer-algebra-systems #computational-algebra #sagemath
43
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Could we find an element on finite field?

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#abstract-algebra #computational-mathematics #computational-algebra
49
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Gauss-Seidel Convergence Criterion

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#computational-algebra
66
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what is inductive class of algebras?

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#abstract-algebra #computational-algebra
222
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Is the group $G_{n,\phi} = \langle x_1 , \dots, x_n \mid x_i^2, (x_i x_j)^4, x_i x_{\phi(i)} x_{i+1} x_{\phi(i)} \rangle$ abelian?

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#group-theory #finite-groups #gap #group-presentation #computational-algebra
1.7k
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Lower central series of a free group

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#group-theory #free-groups #computational-algebra
515
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Listing subgroups of a group

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#abstract-algebra #group-theory #permutations #symmetric-groups #computational-algebra
775
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Applications of computation on very large groups

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#group-theory #finite-groups #computational-complexity #computational-algebra
134
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Generators of a subgroup of $SL_2(\mathbb{Z}/24\mathbb{Z})$

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#computational-algebra
205
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The h-vector of a simplicial complex

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#commutative-algebra #computational-algebra

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