Abstract
In contrast to many other physical theories, quantum mechanics is generally regarded as above any theory we have ever had and perhaps the best candidate for a universal and fundamental description of objective realty as such. Heisenberg’s uncertainty principle is not the only aspect of the conceptual difference between quantum and classical physics but is certainly one of the most important and famous aspects of quantum mechanics. As we will see, quantum mechanics as a theory and especially Heisenberg’s uncertainty principle challenges not only our imagination but violates some fundamental principles of classical logic as such. Heisenberg’s uncertainty principle is refuted.
Highlights
First and foremost, by starting from radical and controversial assumptions, Heisenberg himself attributed a general and far-reaching status to his own uncertainty principle
[1] Translated into English: “Because all experiments are governed by the laws of quantum mechanics and far by equation (1), it is that quantum mechanics has established the invalidity of the principle of causality definitively.”
A strict inequality is without an equality condition
Summary
First and foremost, by starting from radical and controversial assumptions, Heisenberg himself attributed a general and far-reaching status to his own uncertainty principle. We are prepared to be confronted with Heisenberg’s most radical step. “Weil alle Experimente den Gesetzen der Quantenmechanik und damit der Gleichung (1) unterworfen sind, so wird durch die Quantenmechanik die Ungültigkeit des Kausalgesetzes definitiv festgestellt.” [1] Translated into English: “Because all experiments are governed by the laws of quantum mechanics and far by equation (1), it is that quantum mechanics has established the invalidity of the principle of causality definitively.”. How to cite this paper: Barukčić, I. (2016) Anti Heisenberg—The End of Heisenberg’s Uncertainty Principle. Journal of Applied Mathematics and Physics, 4, 881-887.
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