Site search: 
Youtube channel
VK group
Copyright © 2024 Institute for Time Nature Explorations. All Rights Reserved.
Joomla! is Free Software released under the GNU General Public License.
Orthogonal representation of complex numbers
Ефремов А.П. (Yefremov A.P.) Orthogonal representation of complex numbers // Gravitation and Cosmology. 2010. 16(2): 137-139. doi: 10.1134/S0202289310020064

Категории: Исследование, Авторский указатель

Orthogonal representation of complex numbers
0.0/5 rating (0 votes)


Units of the complex numbers algebra given by 2 × 2 matrices are shown to be composed of elementary spinors. This leads to a novel representation of any complex number in a two-dimensional orthogonal form, each direction referred to an idempotent matrix built of the spinors’ components. Introduction of a “diagonal operator,” a poly-index generalization of the Kronecker symbol, allows establishing equivalence of idempotent matrices and a vector description of the orthogonal axes.

  • Скачать статью: Download
  • Размер: 339.83 KB

You have no rights to post comments