The (p,q,r)-generations of the alternating group A_11
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Publication:5053367
DOI10.22034/kjm.2020.205718.1600OpenAlexW3127237193MaRDI QIDQ5053367
Malebogo John Motalane, Ayoub B. M. Basheer, Thekiso T. Seretlo
Publication date: 6 December 2022
Full work available at URL: http://www.kjm-math.org/article_123059_ccd9ea97e9c9324932b5b56c8ff0ff61.pdf
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- Sporadic simple groups which are Hurwitz
- \(2\)-generations of the fourth Janko group \(J_4\)
- \((p,q,r)\)-generations of the smallest Conway group \(Co_ 3\)
- \((p,q,r)\)-generations and \(nX\)-complementary generations of the sporadic groups \(HS\) and \(McL\)
- Generating pairs for the sporadic group \(Ru\).
- Generating pairs for the Held group \(He\)
- The \((p, q, r)\)-generations of the Mathieu group \({M_{22}}\)
- On \((2,3)\)-generation of Fischer's largest sporadic simple group \(\mathrm{Fi}_{24}^\prime\)
- \((3, q, r)\)-generations of Fischer's sporadic group \(\mathrm{Fi}^\prime_{24}\)
- \((p,q,r)\)-generations of the sporadic group \(HN\).
- A theorem on permutations
- On the Ranks of Finite Simple Groups
- Non-Hurwitz Classical Groups
- Generating pairs for the Conway groups Co2 and Co3
- 3/2—Generation of the sporadic simple groups
- (2,3,p)-generations for the fischer group f22
- On Two Generation Methods for The Simple Linear Group $PSL(3,5)$
- (2,3,t)-Generations for the janko group j3
- The (p, q, r)-generations of the alternating group A10
- On Generators and Representations of the Sporadic Simple Groups
- A Survey on Some Methods of Generating Finite Simple Groups
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