Ergodic properties of convolution operators
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comunitat-uji-handle2:10234/7037
comunitat-uji-handle3:10234/8635
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Title
Ergodic properties of convolution operatorsDate
2021Publisher
The Theta FoundationISSN
1841-7744Type
info:eu-repo/semantics/articleVersion
info:eu-repo/semantics/acceptedVersionSubject
Abstract
Let
G
be a locally compact group and
μ
be a measure on
G
. In this paper we find conditions for the convolution operators
λ
p
(
μ
)
:
L
p
(
G
)
→
L
p
(
G
)
to be mean ergodic and uniformly ... [+]
Let
G
be a locally compact group and
μ
be a measure on
G
. In this paper we find conditions for the convolution operators
λ
p
(
μ
)
:
L
p
(
G
)
→
L
p
(
G
)
to be mean ergodic and uniformly mean ergodic. The ergodic properties of the operators
λ
p
(
μ
)
are related to the ergodic properties of the measure
μ
as well. [-]
Is part of
Journal of Operator Theory. Volume 86, Issue 2, Fall 2021 pp. 469-501.Rights
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- MAT_Articles [766]