Clifford analysis is a branch of mathematical analysis that extends classical complex analysis to higher-dimensional spaces using the framework of Clifford algebras. It focuses on functions that operate in spaces equipped with a geometric structure defined by Clifford algebras, which generalize the concept of complex numbers to higher dimensions. In Clifford analysis, the primary objects of interest are functions that are defined on domains in Euclidean spaces and take values in a Clifford algebra.
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