Difference between revisions of "Remarks on the Causality Principle (comment on a previous paper)"

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==Abstract==
 
==Abstract==
  
This paper returns to the problem [1] about two light pulses propagating across an accelerated infinite chain of re-emitters (point absorber-re-emitters) of light, where both non-inertial and inertial observers look for possible intersection of these light pulses. It is shown that the author?s previous conclusion about violation of the causality principle in this problem contained a mistake. In this connection the present paper analyses a simplified version of the problem, where two reflectors of light substitute for an infinite chain of reflectors. The compatibility of causality and relativity principles is derived.[[Category:Scientific Paper]]
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This paper returns to the problem [1] about two light pulses propagating across an accelerated infinite chain of re-emitters (point absorber-re-emitters) of light, where both non-inertial and inertial observers look for possible intersection of these light pulses. It is shown that the author?s previous conclusion about violation of the causality principle in this problem contained a mistake. In this connection the present paper analyses a simplified version of the problem, where two reflectors of light substitute for an infinite chain of reflectors. The compatibility of causality and relativity principles is derived.
  
[[Category:Relativity]]
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[[Category:Scientific Paper|remarks causality principle comment previous paper]]
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[[Category:Relativity|remarks causality principle comment previous paper]]

Latest revision as of 19:53, 1 January 2017

Scientific Paper
Title Remarks on the Causality Principle (comment on a previous paper)
Read in full Link to paper
Author(s) Alexander L Kholmetskii
Keywords causality principle, emission/absorption of light, transformations between inertial and non-inertial reference frames
Published 2003
Journal Apeiron
Volume 10
Number 2
No. of pages 6

Read the full paper here

Abstract

This paper returns to the problem [1] about two light pulses propagating across an accelerated infinite chain of re-emitters (point absorber-re-emitters) of light, where both non-inertial and inertial observers look for possible intersection of these light pulses. It is shown that the author?s previous conclusion about violation of the causality principle in this problem contained a mistake. In this connection the present paper analyses a simplified version of the problem, where two reflectors of light substitute for an infinite chain of reflectors. The compatibility of causality and relativity principles is derived.