Spectral properties of quadruple symmetric real functions Articles uri icon

authors

  • JIVKOV, VENELIN
  • PHILIPOFF, PHILIP
  • IVANOV, ANASTAS
  • MUÑOZ ORGANERO, MARIO
  • RAIKOVA, GALERIDA
  • TATUR, MIKHAIL
  • MICHAYLOV, PHILIP

publication date

  • September 2013

start page

  • 344

end page

  • 350

volume

  • 221

International Standard Serial Number (ISSN)

  • 0096-3003

Electronic International Standard Serial Number (EISSN)

  • 1873-5649

abstract

  • This paper examined the spectral properties of quadruple symmetric real functions. Theorem is formulated, under which the complex spectra of such symmetric functions are conjugated. The properties of the trigonometric functions are used in the proof of the theorem. Numerical results are presented for illustrating of the proven theorem. (C) 2013 The Authors. Published by Elsevier Inc. All rights reserved.

keywords

  • quadruple symmetric real functions; complex fourier spectra; power spectral density (psd)