DUALITY THEORY FOR LOCALLY COMPACT GROUPS WITH PRECOMPACT CONJUGACY CLASSES II THE DUAL SPACE

Further, the thesis concerns certain properties of twisted convolution algebras of locally compact groups, in particular spectral invariance and C ∗ -uniqueness, and we find use

The ecovillages under study in this paper have experimented with several of the above- mentioned practices (for example, collaborative housing, local currency,

Using the Mackey theory of induced representations we then derive that exponential Lie groups have no completely integrable irreducible representations.. By an

With the above in mind, this U4 Issues Paper briefly analyses in section 2 the content and intention of article 6, paying special attention to the functions

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An abstract characterisation of reduction operators Intuitively a reduction operation, in the sense intended in the present paper, is an operation that can be applied to inter-

The purpose of this paper is two-fold: first we prove that the Wexler–Raz biorthogonality and the Fundamental Identity in Gabor analysis also reflect a general phenomenon for

In this paper, we adapt such a relationship to the fuzzy context, in the sense of George and Veeramani, by establishing a duality relationship between fuzzy quasi-metrics and