Searching for "The Power of Commutativity" – sorted by Relevance.
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The power of commuting with finite sets of words
- The Power of Commuting with Finite Sets of Words Michal Kunc ∗ Department of Mathematics, Masaryk
- Cited by 8 (1 self) – Add To MetaCart
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Multiplier-less based parallel-pipelined fft architectures for wireless communication applications
- operations to realize complex multiplications. By combining a new commutator architecture, and a low power
- Cited by 1 (0 self) – Add To MetaCart
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An algorithm for computing quotients of prime-power order for finitely presented groups and its
- algorithm is to compute consistent power commutator presentations for certain finite quotients of prime-power
- Cited by 4 (2 self) – Add To MetaCart
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Computation of the Galois groups associated to the 2-class towers of some quadratic fields
- these two groups by H4 and H6 respectively. H4 is generated by {xi} 4 i=1 subject to the power commutator
- Cited by 1 (1 self) – Add To MetaCart
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A Database of Groups of Prime-power Order
- n may be defined by a power-commutator presentation (pcp) n �a1,a2,%,an�[aj,ai] = � k=j+1 a database
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Short presentations for three-dimensional unitary groups
- . Then u(x,vj) · u(s,0) = u(x + s,vj) ∈ Kj. 7 Every solvable group H has a power-commutator presentation
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Computing Maximal Subgroups and Wyckoff Positions of Space Groups
- presentation of P ffl a power-commutator presentation if P is solvable. These facilities allow to make use
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Computing with Crystallographic Groups
- the maximal subgroups of the resulting finite group, using a special power-commutator presentation for which
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Computing Automorphism Groups of p-Groups
- for a finite p-group and computes its standard presentation. In practice, we designate the power-commutator
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London Mathematical Society ISSN 1461–1570 SYMBOLIC COLLECTION USING DEEP THOUGHT
- represented by w. We get around this problem by using a consistent power-commutator presentation, and we show
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