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The Hardy Space H1 with Non-doubling Measures and Their Applications by Dachun Yang, Dongyong Yang, Guoen Hu
  

The Hardy Space H1 with Non-doubling Measures and Their Applications

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Part of the Lecture Notes in Mathematics Series

Synopsis

The Hardy Space H1 with Non-doubling Measures and Their Applications by Dachun Yang, Dongyong Yang, Guoen Hu

The present book offers an essential but accessible introduction to the discoveries first made in the 1990s that the doubling condition is superfluous for most results for function spaces and the boundedness of operators. It shows the methods behind these discoveries, their consequences and some of their applications. It also provides detailed and comprehensive arguments, many typical and easy-to-follow examples, and interesting unsolved problems.The theory of the Hardy space is a fundamental tool for Fourier analysis, with applications for and connections to complex analysis, partial differential equations, functional analysis and geometrical analysis. It also extends to settings where the doubling condition of the underlying measures may fail.

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Book Info

Publication date

4th January 2014

Author

Dachun Yang, Dongyong Yang, Guoen Hu

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Publisher

Springer International Publishing AG

Format

Paperback
653 pages

Categories

Functional analysis & transforms

ISBN

9783319008240

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