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Applicable Analysis
An International Journal
Volume 73, 1999 - Issue 1-2
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Original Articles

Beltrami equations and generalizations in clifford analysis

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Pages 167-185 | Received 01 Feb 1999, Published online: 02 May 2007

References

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  • Hadamard , J. 1932 . Le Problem de Cauchy . 2
  • Hile , G. and Protter , M. 1977 . Maximum principles for a class of first order elliptic systems . J. Diff. Equ , 24 : 136 – 151 .
  • Kähler , U. 1996 . Application of hypercomplex II-operators to the solutionof Beltrami systems . Proceedings of the Symp. Analytical and Numerical Methods in Quater and Clifford Analysis , 24 : 69 – 77 .
  • Obolashvili , E. 1994 . “ Some Pde in Clifford analysis ” . In Advances in Geometric An. and Continuum Mech , 232 – 239 . Int.Press .
  • Obolashvili , E. 1996 . Boundary and initial value problems in Clifford analysis Proceed. of the Symp . Analytical and Numerical Methods in Quater. and Clifford Analysis , : 145 – 152 .
  • Obolashvili , E. “ Some Pde in Clifford analysis ” . In Clifford Algebras and their Applications in Mathematical Physics 275 – 289 .
  • Obolashvili , E. 1998 . Pde in Clifford Analysis .
  • Vekua , I. 1962 . “ Generalized Analytic Functions ” . Oxford : Pergamon Press .

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