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Princeton University Press Princeton Univ Press Analytic Pseudodifferential Operators Book

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Description

Explore advanced mathematical theory with Analytic Pseudodifferential Operators for the Heisenberg Group and Local Solvability. This volume from the Mathematical Notes series (37) examines operators in several complex variables, such as the Lewy operator, which are often not locally solvable. To study these operators, the text focuses on finding a suitable relative parametrix, an operator K where LK is essentially the orthogonal projection onto the range of L. The author develops an analytic calculus for the Heisenberg group, providing a decisive approach by working in the real analytic setting rather than the smooth setting. This work is essential for researchers studying complex variables and operator theory.

Key Features

This Mathematical Notes volume 37 provides an analytic calculus specifically for the Heisenberg group.

The text addresses the study of operators in several complex variables like the Lewy operator.

Learn how to use a relative parametrix to study operators that are not locally solvable.

The author utilizes a real analytic setting to provide more decisive analysis than smooth settings.

Includes simple and explicit formulae for products and adjoints within the developed calculus.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
03 May 2016
Listed Since
10 February 2016

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