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In this paper we analyze Schr?dinger's wave equation in comparison to the ordinary wave equation describing arbitrary periodic processes running in space and time. Schr?dinger's approach gave birth to abstract phenomenological constructions, which do not reflect the real picture of the micro-world; it has by now exhausted itself completely. So a comprehensive re-analysis of foundations of quantum mechanics is urgently needed; first of all, interpretation of Schr?dinger's equation and complex <img width="12" height="10" src="/php/empty/Image83.gif" />-functions. Here, we emphasize unknown (or un-discussed) features of Schr?dinger's equation.
In this paper we analyze Schr?dinger's wave equation in comparison to the ordinary wave equation describing arbitrary periodic processes running in space and time. Schr?dinger's approach gave birth to abstract phenomenological constructions, which do not reflect the real picture of the micro-world; it has by now exhausted itself completely. So a comprehensive re-analysis of foundations of quantum mechanics is urgently needed; first of all, interpretation of Schr?dinger's equation and complex <img width="12" height="10" src="/php/empty/Image83.gif" />-functions. Here, we emphasize unknown (or un-discussed) features of Schr?dinger's equation.


[[Category:Scientific Paper]]
[[Category:Scientific Paper|schr dinger 's errors principle]]

Revision as of 14:03, 1 January 2017

Scientific Paper
TitleSchr?dinger\'s Errors of Principle
Author(s)George P Shpenkov, Leonid G Kreidik
KeywordsSchr?dinger?s equation, wave equation solutions
Published2005
JournalGalilean Electrodynamics
Volume16
Number3
Pages51-58

Abstract

In this paper we analyze Schr?dinger's wave equation in comparison to the ordinary wave equation describing arbitrary periodic processes running in space and time. Schr?dinger's approach gave birth to abstract phenomenological constructions, which do not reflect the real picture of the micro-world; it has by now exhausted itself completely. So a comprehensive re-analysis of foundations of quantum mechanics is urgently needed; first of all, interpretation of Schr?dinger's equation and complex <img width="12" height="10" src="/php/empty/Image83.gif" />-functions. Here, we emphasize unknown (or un-discussed) features of Schr?dinger's equation.