Results 101 to 110 of about 280 (183)
Finite groups with submodular sylow subgroups
A subgroup \(H\) of a finite group \(G\) is called submodular in \(G\) if \(H\) can be joined with \(G\) by a chain of subgroups each of which is modular in the subsequent one. The author studies the class \(\mathfrak X\) of all finite groups with submodular Sylow subgroups. It was proved by \textit{I. Zimmermann} [Math. Z. 202, No.
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Unit groups of some multiquadratic number fields and 2-class groups. [PDF]
Chems-Eddin MM.
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Modularity of PGL2(𝔽p)-representations over totally real fields. [PDF]
Allen PB, Khare CB, Thorne JA.
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Insulin-stimulated glucose uptake partly relies on p21-activated kinase (PAK)2, but not PAK1, in mouse skeletal muscle. [PDF]
Møller LLV +12 more
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On a question of Mordell. [PDF]
Booker AR, Sutherland AV.
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Effect of Pilates on Glucose and Lipids: A Systematic Review and Meta-Analysis of Randomized Controlled Trials. [PDF]
Chen Z +10 more
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Prevalence of hyperglycemia in masters athletes. [PDF]
Climstein M +5 more
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The profinite rigidity of torsion-free lamplighter groups. [PDF]
Nikolov N, Wykowski J.
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Decomposition types in minimally tamely ramified extensions of Q. [PDF]
Dummit DS, Kisilevsky H.
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Targeting Small GTPases and Their Prenylation in Diabetes Mellitus. [PDF]
Gendaszewska-Darmach E +2 more
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