Original title: The particle model for the Higgs’ condensate and the anomalous geometrical diffraction
Translated title: Částicový model pro Higgsův kondensát a anomální geometrická difrakce
Authors: Souček, Jiří
Document type: Preprints
Year: 2017
Language: eng
Abstract: In this paper we propose a particle model for the Higgs’ condensate: we propose that this condensate is the set of (infinite velocity) non-local tachyons. We show that then there exists the anomalous geometrical diffraction (which contradicts to quantum mechanics). We show that there exists a universal time constant which defines the limits of the validity of quantum mechanics. We propose an experiment testing the existence of the anomalous geometrical diffraction. We proposed the dark energy conjecture which enables to make an estimate of the time constant. We assume certain (“Feynman”) interaction between standard particle and the nonlocal tachyon. All this is related to the new (finite) form of the Feynman integral.
Keywords: dark energy; geometry; quantum mechanics; geometrie; kvantová mechanika
Rights: This work is protected under the Copyright Act No. 121/2000 Coll.

Institution: doc. RNDr. Jiří Souček, DrSc.

Permalink: http://www.nusl.cz/ntk/nusl-317263

The record appears in these collections:
Miscellaneous > Personal archives > doc. RNDr. Jiří Souček, DrSc.
Author works > Preprints
 Record created 2017-05-26, last modified 2018-10-03

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