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Принцип Множество-Матричной Двойственности для Уравнения Дирака

Author:

Sharafiddinov, Rasulkhozha Sultonkhozhaevich

Category:

Research Papers

Sub-Category:

Mathematics and Applied Mathematics

Language:

Russian

Date Published:

December 4, 2025

File:

/Research Papers-Mathematics and Applied Mathematics/Download/10385

Downloads:

176

Keywords:

действительное пространство, мнимое пространство, закономерные матрицы, случайные матрицы, действительная числовая ось, мнимая числовая ось, пустая матрица, множество-матричная двойственность, операции над матрицами, операции над множествами

Abstract:

Спонтанное нарушение зеркальной симметрии осуществляется в природе как переход между обычным левым (правым) и зеркальным правым (левым) пространствами, в каж- дом из которых обычная и зеркальная частицы имеют различные времена жизни. Как следствие, все уравнения движения в единой полевой теории элементарных частиц вклю- чают массу, энергию и импульс как матрицы, выражающие идеи левых и правых ней- трино, являющихся соответственно из долгоживущих и короткоживущих объектов. Эти идеи требуют в принципе отходить от киральных определений структуры полей материи, учитывая, что дираковские матрицы сводятся в вейлевском представлении к матрицам, указывающим на отсутствие в природе места для сохранения четности, но не позволя- ющим следовать динамическое происхождение его спонтанного нарушения. .../...

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