Results 51 to 60 of about 6,881,329 (142)
Letter from A. Frattini to Hagan
, 1926 Holograph letter from A. Frattini (painter), Tivoli, to Hagan. Informing him of the price for the decoration of the new College at £150 and £100 for the differently-sized ...
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Frattini subgroups of 3-manifold groups
, 1979 In this paper it is shown that if the Frattini subgroup of the fundamental group of a compact, orientable, irreducible, sufficiently large 3-manifold is nontrivial then the 3-manifold is a Seifert fibered space. We show further that the Frattini subgroup
R. B. J. T. Allenby +4 more
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Generalized Frattini Subgroups of Finite Groups. II
, 1969 The theory of generalized Frattini subgroups of a finite group is continued in this paper. Several equivalent conditions are given for a proper normal subgroup H of a finite group G to be a generalized Frattini subgroup of G.
James C. Beidleman
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Los impuestos nacionales en la Republica argentina
, 1925 Fil: Frattini, Oreste. Universidad de Buenos Aires. Facultad de Ciencias Económicas.
Frattini, Oreste
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Addendum to “On the Frattini subgroup”
, 1971 Let F F be a free group, R R a normal subgroup of F F and V V a fully invariant subgroup of R R . In a recent paper the authors calculated the Frattini subgroup of
John Cossey, Alice Whittemore
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Sifat-Sifat Subgrup Frattini pada Grup Berhingga
, 2018 Seiring berkembangnya konsep grup berhingga, teori subgrup juga mengalami perkembangan, salah satunya adalah subgrup Frattini. Konsep grup berhingga yang berkaitan dengan subgrup Frattini adalah grup Φ-bebas.
Rahmawati, As’adah
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The Frattini argument and 𝑡-groups
, 1987 If enough subgroups of a group satisfy the Frattini argument in the group, then normality is a transitive relation within the group. Subgroup functors are used to specify what enough is.
Ben Brewster, Surinder Sehgal
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The Frattini Subgroup of a p-Group
, 1969 We prove that the Frattini subgroups are trivial for finite groups whose orders are not divisible by squares of a prime.If G is a group, we define its Frattini subgroup ϕ(G) as the intersection of all the maximal subgroups of G.
P. L. Manley
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FINITE-GROUPS WHOSE SYLOW 2-SUBGROUPS HAVE A CYCLIC FRATTINI GROUP.
, 1973 FINITE-GROUPS WHOSE SYLOW 2-SUBGROUPS HAVE A CYCLIC FRATTINI ...
GEOFFREY. MASON (7970162)
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Application of Frattini test and saturated lime test to assess pozzolanic activity of different aluminosilicate materials : bachelor thesis [PDF]
, 2018 U ovom radu provedeno je ispitivanje pucolanske aktivnosti alumosilikatnih materijala (otpadno ambalažno staklo, prirodni zeolit i otpadna građevinska opeka) veličine čestica
Tunjić, Ljubica
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