Linear groups saturated by subgroups of finite central dimension
Let F be a field, A be a vector space over F, and G be a subgroup of GL(F, A). We say that G has a dense family of subgroups having finite central dimension, if, for every pair of subgroups H, K of G such that H ≤ K and H is not maximal in K, there ...
N.N. Semko, L.V. Skaskiv, O.A. Yarovaya
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Complete online database of maximal subgroups of subperiodic groups at the Bilbao Crystallographic Server. [PDF]
de la Flor G, Wondratschek H, Aroyo MI.
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Applications of representation theory and of explicit units to Leopoldt's conjecture. [PDF]
Ferri F, Johnston H.
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Kang XP, Fu J, Qin JJ.
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Fundamental motifs and parity within the crystallographic point groups. [PDF]
Julian MM, Macauley M.
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