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SEDENION FUNCTIONS OF HYPERCOMPLEX VARIABLES IN THE SENSE OF CLIFFORD ANALYSIS

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The aim of this paper is to define hyperholomorphic functions with sedenion variables in C8 and research the properties of hyperholo- morphic functions of sedenion variables. We generalize the properties of hyperholomorphic functions in sedenionic analysis.

Abstract

The aim of this paper is to define hyperholomorphic functions with sedenion variables in C8 and research the properties of hyperholo- morphic functions of sedenion variables. We generalize the properties of hyperholomorphic functions in sedenionic analysis.

참고문헌 (7)

  1. C. A . Deavours, "The quaternion calculus", Amer. Math. Monthly, 80, pp.995~1008 (1973)
  2. J. Kajiwara, "Regeneration in Complex, Quaternion and Clifford analysis, In Advances in Complex Analysis and Its Applications", Proc. the 9th(2001) Internatioal Conf. on Finite or Infinite Dimensional Complex Analysis and Applications, 2, pp.287~298 (2004)
  3. S. J. Lim, "Hyperholomorphic functions and hyper-conjugate harmonic functions of octonion variables", J. Inequa. Appl, 77, pp.1~8 (2013)
  4. M. Naser, "Hyperholomorphic functions", Siberian Math. J, 12, pp.959~968 (1971)
  5. K. Nono, "Hyperholomorphic functions of a quaternion variable", Bull. Fukuoka Univ. Ed, 32, pp.21~37 (1983)
  6. K. Nono, "Characterization of domains of holomorphy by the existence of hyper-conjugate harmonic functions", Rev. Roumaine Math. Pures Appl, 31(2), pp.159~161 (1986)
  7. K. Nono, "Domains of Hyperholomorphic in C2xC2", Bull. Fukuoka Univ. Ed, 36, pp.1~9 (1987)

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