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Riemann Surface
(redirected from Conformally invariant)

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Riemann Surface 

one of the basic concepts of the theory of functions of a complex variable. The Riemann surface was introduced by B. Riemann in 1851 for the purpose of replacing the study of multiple-valued analytic functions by the study of single-valued analytic functions of a point on corresponding Riemann surfaces (seeANALYTIC FUNCTIONS).



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QA646 2004-062341 0-8218-3677-3 Conformally invariant processes in the plane.
 
 
 
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