On the connection between analyticity and lorentz covariance of wightman functions | Zendy

J. Bros | Zendy; Henri Epstein | Zendy; V. Glaser | Zendy

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On the connection between analyticity and lorentz covariance of wightman functions

Author(s) -

J. Bros,

Henri Epstein,

V. Glaser

Publication year - 1967

Publication title -

communications in mathematical physics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.662

H-Index - 152

eISSN - 1432-0916

pISSN - 0010-3616

DOI - 10.1007/bf01654126

Subject(s) - covariance , connection (principal bundle) , conjecture , holomorphic function , mathematics , laplace transform , lorentz transformation , pure mathematics , analytic function , lorentz covariance , mathematical analysis , physics , geometry , statistics , quantum mechanics

We prove a conjecture ofR. Streater [1] on the finite covariance of functions holomorphic in the extended tube which are Laplace transforms of two tempered distributions with supports in the future and past cones. A new, slightly more general proof is given for a theorem of analytic completion of [1].

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