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Zur Kennzeichnung der Lorentz-Transformationen (1979)

Schröder, Eberhard M.

Springer

Aequationes mathematicae 19 (1979), S. 134-144

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ISSN: 1420-8903

Keywords: Primary 50C25

Source: Springer Online Journal Archives 1860-2000

Topics: Mathematics

Notes: Abstract Let (V, f) be a real Minkowski space of any, not necessarily finite, dimension, and letd be the corresponding distance function (taking negative values for timelike distances). Then the following statement (among others) is proved: If ϕ :V →V is a surjective mapping such that $$d(P,Q) = a \Leftrightarrow d(P^\varphi ,Q^\varphi ) = a\forall P,Q \in V$$ is true for some fixeda εR,a〈0, then ϕ is a Lorentz transformation (including a possible translation).

Type of Medium: Electronic Resource

URL: http://dx.doi.org/10.1007/BF02189861

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