Summary
By taking account of the condition in Weyl’s geometry that the length scale of any vector changes under parallel transfer, we will study the solutions of equations of the gradient. Weyl’s gauge field.
Riassunto
Tenendo conto della condizione nella geometria di Weyl che la lunghezza di scala di qualsiasi vettore cambia nel trasferimento parallelo, si studiano le soluzioni delle equazioni del campo di gauge di Weyl gradiente.
Резюме
Учитывая условие в геометрии Вейля, что масштаб длины для любого вектора изменяется при параллеляном переносе, мы исследуем решения градиентного калиборовочного поля Вейля.
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References
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Nishioka, M. Remarks on solutions of equations of the gradient Weyl’s gauge field. Nuov Cim A 80, 241–246 (1984). https://doi.org/10.1007/BF02785799
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DOI: https://doi.org/10.1007/BF02785799