A new class of Fermionic Projectors: Møller operators and mass oscillation properties

Nicolò Drago, Simone Murro
July 11, 2016
Recently, a new functional analytic construction of quasi-free states for a self dual CAR algebra has been presented in [FR13b]. This construction is possible when the so called strong mass oscillation property holds. We provide an example where this is not the case, due to the non vanishing trace of the solutions of the Dirac equation on the horizon of Rindler space, and propose a modification of the construction, in order to weaken this condition. Finally, a connection between the two approaches is built.
open access link Lett Math Phys 107(12), 2433-2451 (2017)
%%% contains utf-8, see: http://inspirehep.net/info/faq/general#utf8 %%% add \usepackage[utf8]{inputenc} to your latex preamble @article{Drago:2016kue, author = "Drago, Nicolò and Murro, Simone", title = "{A new class of Fermionic Projectors: M{\o}ller operators and mass oscillation properties}", doi = "10.1007/s11005-017-0998-z", year = "2016", eprint = "1607.02909", archivePrefix = "arXiv", primaryClass = "math-ph", SLACcitation = "%%CITATION = ARXIV:1607.02909;%%" }

Fermionic Projector, quasi-free states