Almost Periodic Functions and Locally compact Groups - Joshi, Milan;Padhye, Shrikant
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This book is about generalization of the concept of Collectively compact sets of operators and there Fourier coefficient on Locally compact group. It has also shown equivalence of Definitions as well produced new definitions via totally bounded subsets on Banach Algebra. We have try to show that the Spectrum of These collectively compact sets of operators and the Fourier coefficient of Almost periodic functions Coincides.

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Produktbeschreibung
This book is about generalization of the concept of Collectively compact sets of operators and there Fourier coefficient on Locally compact group. It has also shown equivalence of Definitions as well produced new definitions via totally bounded subsets on Banach Algebra. We have try to show that the Spectrum of These collectively compact sets of operators and the Fourier coefficient of Almost periodic functions Coincides.
Autorenporträt
Dr Milan Joshi has completed his Ph.d in Abstract harmonic analysis.currently he is professor in dept of Applied Mathematics in NMIMS,Shri Mukesh Patel college of Engineering and Technology Management.He is currently working in the area of Machine Learning and AI.His research Interests are Topology Harmonic Analysis Machine Learning