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R. Lipsman (1968)
Abstract harmonic analysis
Helge Glöckner (1998)
Scale Functions on Linear Groups Over Local Skew FieldsJournal of Algebra, 205
G. Willis (1994)
The structure of totally disconnected locally compact groupsMathematische Annalen, 300
Helge Glöckner (1998)
Scale functions on $p$-adic Lie groupsmanuscripta mathematica, 97
(1981)
Concentration functions and a class of locally compact groups
(1979)
Polynomidentitäten und Permutationdarstellungen lokalkompakter Gruppen
D. Dantzig (1936)
Zur topologischen Algebra. III. Brouwersche und Cantorsche GruppenCompositio Mathematica, 3
W. Jaworski, J. Rosenblatt, G. Willis (1996)
Concentration functions in locally compact groupsMathematische Annalen, 305
G. Willis (2001)
Further properties of the scale function on a totally disconnected groupJournal of Algebra, 237
G. Willis (1995)
Totally disconnected groups and proofs of conjectures of Hofmann and MukherjeaBulletin of the Australian Mathematical Society, 51
It is shown that for each compactly generated totally disconnected locally compact group G, there is a finite number of prime numbers, p1, p2, …, pn, such that the scale function s : G → N satisfies s(x)=p1a1(x)p2a2(x)…pnan(x), where x ∈ G.
Bulletin of the London Mathematical Society – Wiley
Published: Mar 1, 2001
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