First explicit quasiregular analogue of z exp(z) in dimension 3 with exactly one zero, plus a family and related quasimeromorphic maps with non-empty finite backward orbit of infinity.
Rickman: Defect relation and its realization for quasiregular m ap- pings; Ann
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Constructing a quasiregular analogue of $z \exp(z)$ in dimension 3
First explicit quasiregular analogue of z exp(z) in dimension 3 with exactly one zero, plus a family and related quasimeromorphic maps with non-empty finite backward orbit of infinity.