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Dimensions in Special Relativity Theory -
a Euclidean Interpretation*

R.F.J. van Linden
Smeetsstraat 56, 6171 VD Stein, NETHERLANDS
ml.gif, web http://www.euclideanrelativity.com


Date: September 2005

Abstract:

A Euclidean interpretation of special relativity is given wherein proper time $ \tau$ acts as the fourth Euclidean coordinate, and time $ t$ becomes a fifth Euclidean dimension. Velocity components in both space and time are formalized while their vector sum in four dimensions has invariant magnitude $ c$ . Classical equations are derived from this Euclidean concept. The velocity addition formula shows a deviation from the standard one; an analysis and justification is given for that.

*© Copyright Galilean Electrodynamics Vol 18 nr 1, Jan/Feb 2007. Printed with permission. PACS 03.30.+p.



© Copyright Galilean Electrodynamics; printed with permission

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