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Author:
Ionescu, Alexandru Dan, 1973- author.
Title:
The Einstein-Klein-Gordon coupled system : global stability of the Minkowski solution / Alexandru D. Ionescu and Benoît Pausader.
Publisher:
Princeton University Press,
Copyright Date:
2022
Description:
ix, 296 pages : illustrations ; 25 cm.
Subject:
Klein-Gordon equation.
General relativity (Physics)
Quantum field theory.
Mathematical physics.
General relativity (Physics)
Klein-Gordon equation.
Mathematical physics.
Quantum field theory.
Other Authors:
Pausader, Benoît, 1982- author.
Notes:
Includes bibliographical references (pages [291]-296) and index.
Contents:
The main construction and outline of the proof -- Preliminary estimates -- The nonlinearities N^h/[infinity][beta] and n^[psi] -- Improved energy estimates -- Improved profile bounds -- The main theorems.
Summary:
"This monograph presents a significant new result in general relativity. In particular, it provides a proof related to the Einstein-Klein-Gordon equation, a fundamental equation in mathematical physics that couples the Einstein equation of general relativity with a matter field described by the Klein-Gordon equation. The book begins with an introduction and history of the subject, proceeds to prove several auxiliary lemmas, and culminates in the central proof. This book represents a significant advance in mathematical physics, and provides the most cutting-edge treatment of the Einstein-Klein-Gordon equation to date"--Provided by publisher.
Series:
Annals of mathematics studies, 0066-2313 ; number 213
ISBN:
0691233047
9780691233048
0691233055
9780691233055
OCLC:
(OCoLC)1266360309
LCCN:
2021050081
Locations:
OVUX522 -- University of Iowa Libraries (Iowa City)

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