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Title Global well-posedness of high dimensional Maxwell-Dirac for small critical data / Cristian Gavrus, Sung-Jin Oh.

Publication Info.

Providence, RI : American Mathematical Society, 2020.

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Available to Pittsburg State University patrons only.

Location	Call No.	OPAC Message	Status
Axe ProQuest E-Book	Electronic Book	---	Available

Description	1 online resource (106 pages).
	text txt rdacontent
	computer c rdamedia
	online resource cr rdacarrier
Series	Memoirs of the American Mathematical Society, 0065-9266 ; number 1279
	Memoirs of the American Mathematical Society ; number 1279.
Bibliography	Includes bibliographical references.
Contents	Preliminaries -- Function spaces -- Decomposition of the nonlinearity -- Statement of the main estimates -- Proof of the main theorem -- Interlude : Bilinear null form estimates -- Proof of the bilinear estimates -- Proof of the trilinear estimates -- Solvability of paradifferential covariant half-wave equations.
Note	Description based on print version record.
Subject	Partial differential equations -- Equations of mathematical physics and other areas of application [See also 35J05, 35J10, 35K05, 35L05] -- Maxwell equations.
	Maxwell equations.
	Initial value problems.
	Exponential functions.
	Dirac equation.
	Differential equations, Partial.
Genre/Form	Electronic books.
Added Author	Oh, Sung-Jin, author.
Other Form:	Print version: Gavrus, Cristian. Global well-posedness of high dimensional Maxwell-Dirac for small critical data. Providence, Rhode Island ; American Mathematical Society [2020] 106 pages 9781470441111 (DLC) 2020023474
ISBN	9781470441111
	9781470458089 (e-book)