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Simple examples
Several simple examples, mostly polynomials and rational functions |
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A VV-singularity
A function f defined in the upper half plane has a VV-singularity at a point a at the real line if there exist two angles V1 and V2 in the upper half plane, with vertices at a, such that the set of accumulation points at a of f restricted to V1 is different from the the set of accumulation points at a of f restricted to V2 |
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Elliptic functions
These meromorphic functions are doubly periodic in the plane. includes pictures of both Jacobi and Weierstrass elliptic functions. |
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