- https://doi.org/10.1007/978-1-4614-5058-0_10
Direct Product and Convolution
- Jan 1, 2012
- Jan Pachl
Abstract
As I noted in Sect.6.7, historically one source of the uniform measure concept had been the study of convolution of measures on topological vector spaces and on topological groups. In this chapter I explore the connection between uniform measures and convolution in a fairly general setting that includes convolution on topological groups as a special case.
- # Topological Groups
- # Topological Vector Spaces
- # Uniform Measure
- # Direct Product
- # Direct Convolution
- # Special Case
- # Topological Spaces
- # Vector Spaces
- # General Setting
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