Complex Variables Theory and Application An International Journal · 2001 · 18 citations · 4 references
Natural SciencesMathematicsAlgebraGeometryMathematical PhysicsAnalytic GeometryComplex GeometryDifferential GeometryComplex Differential GeometryElliptic FunctionsRiemann Zeta FunctionSeveral Complex VariablesTheta Functions
In the study of holomorphic functions of one complex variable, one well-known theory is that of elliptic functions and it is possible to take the ζ-function of Weierstrass as a building stone of this vast theory. We are working the analogue theory in the natural context of higher dimensional spaces: holomorphic and elliptic Cliffordian functions.
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C. A. Deavours · American Mathematical Monthly · 1973 · 134 citations
Holomorphic Cliffordian functions
Guy Laville, Ivan Ramadanoff · Advances in Applied Clifford Algebras · 1998 · 68 citations
C. A. Deavours · American Mathematical Monthly · 1973 · 63 citations