Elliptic methods for solving the linearized field equations of causal variational principles

URN to cite this document:: urn:nbn:de:bvb:355-epub-522887
DOI to cite this document:: 10.5283/epub.52288

Finster, Felix

; Lottner, Magdalena

Preview

License: Creative Commons Attribution 4.0
PDF - Published Version
(434kB)

Date of publication of this fulltext: 24 May 2022 06:24

Alternative links to fulltext:DOI Publisher

This publication is part of the DEAL contract with Springer.

Details

Preview

Indexed in

Export bibliographical data

Abstract

The existence theory is developed for solutions of the inhomogeneous linearized field equations for causal variational principles. These equations are formulated weakly with an integral operator which is shown to be bounded and symmetric on a Hilbert space endowed with a suitably adapted weighted L-2-scalar product. Guided by the procedure in the theory of linear elliptic partial differential ...