SU\G(𝔸)/K·U

Invariant means for the bounded measurable functions on a non-discrete locally compact group

Joseph Rosenblatt

Type: Article

Publication Date: 1976-10-01

Citations: 21

DOI: https://doi.org/10.1007/bf01431093

Locations

  • Mathematische Annalen - View

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Works That Cite This (19)

Action Title Year Authors
+ Invariant subspaces of some function spaces on a locally compact group 1985 Rodney Nillsen
+ PDF Chat Function spaces on the unit circle 1983 R. J. Loy
+ PDF Chat When is an invariant mean the limit of a Følner net? 2021 John Hopfensperger
+ PDF Chat Closed convex hull of set of measurable functions, Riemann-measurable functions and measurability of translations 1982 Michel Talagrand
+ PDF Chat Uniqueness of invariant means for measure-preserving transformations 1981 Joseph Rosenblatt
+ Topological Invariant Means on Locally Compact Groups 2021 John Hopfensperger
+ PDF Chat Invariant means on the continuous bounded functions 1978 Joseph Rosenblatt
+ PDF Chat Locally compact groups which are amenable as discrete groups 1979 Ching Chou
+ Counting topologically invariant means on $L_\infty(G)$ and $VN(G)$ with ultrafilters 2020 John Hopfensperger
+ PDF Chat Amenable groups for which very topologically left invariant mean is right invariant 1981 Paul Milnes

Works Cited by This (10)

Action Title Year Authors
+ PDF Chat Independent sets in topological algebras 1964 Jan Mycielski
+ Invariant means on topological groups and their applications 1969 Frederick Greenleaf
+ PDF Chat On amenable semigroups with a finite-dimensional set of invariant means I 1963 Edmond E. Granirer
+ PDF Chat On topologically invariant means on a locally compact group 1970 Ching Chou
+ PDF Chat The exact cardinality of the set of invariant means on a group 1976 Ching Chou
+ Homomorphisms and translations in L∞(G) 1975 Walter Rudin
+ Homomorphisms and translates of bounded functions 1974 Benjamin B. Wells
+ PDF Chat Criteria for compactness and for discreteness of locally compact amenable groups 1973 Edmond E. Granirer
+ Invariant means and invariant ideals in L∞(G) for a locally compact group G 1976 Joseph Rosenblatt
+ PDF Chat Invariant means on $L^{∞}$ 1972 Walter Rudin