• Title of article

    POLAR REPRESENTATION OF COMPLEX OCTONIONS

  • Author/Authors

    jafari, mehdi technical and vocational university - department of mathematics, Urmia, IRAN

  • From page
    356
  • To page
    364
  • Abstract
    The complex octonions are a non-associative extension of complex quaternions, are used in areas such as quantum physics, classical electrodynamics, the representations of robotic systems, kinematics etc. (Kansu et al., 2012, James et al., 1978). In this paper, we study the complex octonions and their basic properties. We generalize in a natural way De-Moivre’s and Euler’s formulae for division complex octonions algebra.
  • Keywords
    De , Moiver’s formula , Euler’s formula , Complex octonion
  • Journal title
    Selcuk University Journal Of The Engineering, Science an‎d Technology
  • Journal title
    Selcuk University Journal Of The Engineering, Science an‎d Technology
  • Record number

    2688953

    • Link To Document
    https://search.isc.ac/dl/search/defaultta.aspx?DTC=10&DC=2688953