Quaternionic analyticity

  title={Quaternionic analyticity},
  author={Stefano De Leo and Pietro P. Rotelli},
  journal={Appl. Math. Lett.},
~omplex analyticity is generalized to hypercomplex functions, quaternion or octonion, in such a manner that it’ includes the standard complex definition and does not reduce analytic functions to a trivial class. A brief comparison with other definitions is presented. @ 2003 Elsevier Ltd. All rights reserved. Keywords-&uaternions, Analytic functions, Differential operators. 
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Publications referenced by this paper.
Showing 1-7 of 7 references

Scolarici, Right eigenvalue equation in quaternionic quantum mechanics

  • G. S. De Leo
  • J. Phys. A
  • 2000

Quaternions and special relativity

  • S. De Leo
  • .I. Math. Phys. 37,
  • 1996

Quaternionic analyticity, Phys

  • M. Evans, F. Giirsey, V. Ogievetsky, From two-dimensional conformal to four-dimensional self theories
  • Rev. D 47, 3496-3508,
  • 1993
2 Excerpts

The quaternion calculus

  • CA. Deavoun
  • Amer. Math. Monthly
  • 1973
1 Excerpt

Elements of Quaternions, Chelsea Publishing

  • W. R. Hamilton
  • New York,
  • 1969

Die Funktionentheorie der Differentialgleichungen Au = 0 und AAu = 0 mit vier Variablen

  • R. F’ueter
  • Comment. Math. H&L
  • 1935
1 Excerpt

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