Hyperbolic Reinhardt domains in โ2with noncompact automorphism group
Hyperbolic Reinhardt domains in โ2with noncompact automorphism group
We give an explicit description of hyperbolic Reinhardt domains D โ C 2 such that: (i) D has C k -smooth boundary for some k โฅ 1, (ii) D intersects at least one of the coordinate complex lines {z 1 = 0}, {z 2 = 0}, and (iii) D has โฆ