Displaying similar documents to “A representation theorem for ( X 1 - 1 ) ( X 2 - 1 ) . . . ( X n - 1 ) and its applications”

L p , q spaces

Joseph Kupka

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CONTENTS1. Introduction...................................................................................................... 52. Notation and basic terminology........................................................................... 73. Definition and basic properties of the L p , q spaces................................. 114. Integral representation of bounded linear functionals on L p , q ( B ) ........ 235. Examples in L p , q theory...................................................................................

On C * -spaces

P. Srivastava, K. K. Azad (1981)

Matematički Vesnik

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