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Lorentz Transformation

American Journal of Physics, 1968
A simple-straightforward derivation of the most general form of the homogeneous Lorentz transformation is presented. In the process, the well-known decomposition of a generic element of the group into two pure rotations and a “one-dimensional” Lorentz transformation is obtained in a physically obvious manner.
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The Lorentz Transformation

The Mathematical Gazette, 1925
The methods usually adopted for demonstrating the Lorentz Transformation are algebraic. Algebra is a powerful means of arriving at results, but does not in itself explain those results. In the present matter, the average reader is left with a sense of puzzledom, baffled by the paradoxes evolved by the algebra ; the results are demonstrated, but he is ...
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The Lorentz transformation

1984
We started the last chapter by formally deriving the Galilean transformation in an attempt to try and identify any wrong assumptions in the argument. We came to the conclusion that the only part of the argument that we could throw away was that time was the same in all frames of reference.
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Lorentz-Transformation

2022
Erwin-Schrödinger-Archiv / Signatur B33-547 Autor*in: Sandgathe, Dr. Empfänger*in: Schrödinger, Erwin Ort: Düsseldorf Datum / Laufzeit: 1956-12-03 Sprache: deutsch Umfang: 2 Blatt, 2 Seiten, 15,3 x 21 cm Original Brief, Typoskript, mit Unterschrift Normdaten (Gemeinsame Normdatei) Brief https://d-nb.info/gnd/4008240-4 Düsseldorf https://d-nb.info/gnd ...
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On the linearity of the Lorentz transformation

1936
The present paper is an attempt to establish the linearity of the transformation from simple arguments ...
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Lorentz Transformations

2015
Sebastian Boblest   +2 more
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The Lorentz Transformation

1998
Abstract Constantia enters your room. “What’s all the commotion?” You whisper to Mr. Veil, “Breathe none of this to her.” You turn to Constantia. “Ready for the next lesson?” Around Constantia’s neck is a pearl necklace giving her the vague appearance of a young Jacqueline Kennedy. Her shirt is covered with musical notes.
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Thomas rotation and the parametrization of the Lorentz transformation group

Foundations of Physics Letters, 1988
Abraham A. Ungar
exaly  

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