A note on the converse of the Clifford's theorem and some consequences
G. Navarro (1987)
Rendiconti del Seminario Matematico della Università di Padova
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Displaying similar documents to “Discrete nilpotent groups have a primitive ideal space”
A note on the converse of the Clifford's theorem and some consequences
Induction from a normal nilpotent subgroup
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Nilpotent groups with primitive ideal spaces
A. Carey, William Moran (1986)
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Remarks on Characters of Discrete Nilpotent Groups.
Ernest Plonka (1979)
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On the primitive ideal space of a finitely generated nilpotent group.
Eberhard KANIUTH, R.J. Archbold (1997)
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The Levitzki Radical for Omega-groups
A. Buys, G. K. Gerber (1984)
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Topological Frobenius properties for nilpotent groups. II.
Eberhard Kaniuth (1991)
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Equivalent conditions for p-nilpotence
Keresztély Corrádi, Erzsébet Horváth (2000)
Discussiones Mathematicae - General Algebra and Applications
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In the first part of this paper we prove without using the transfer or characters the equivalence of some conditions, each of which would imply p-nilpotence of a finite group G. The implication of p-nilpotence also can be deduced without the transfer or characters if the group is p-constrained. For p-constrained groups we also prove an equivalent condition so that should be p-nilpotent. We show an example that this result is not true for some non-p-constrained groups. In the second...
A note on the Levitzki radical of a semiring
Dwight Olson, Terry Jankins (1973)
Fundamenta Mathematicae
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