Piers Bohl is a mathematical concept related to the theory of complex functions and topology, specifically in the area of complex analysis. It is defined in the context of Bohl's theorem, which pertains to the behavior of holomorphic functions and the conditions under which they exhibit certain properties. In particular, Piers Bohl may refer to a type of mapping related to Bohl's theorem where functions are shown to behave in a controlled manner within certain boundaries or under specific transformations.
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