Research Group:
Speaker:
Enrico Schlitzer
Schedule:
Wednesday, November 7, 2018 - 16:00
Location:
A-136
Abstract:
For the complex structures of an analytic family, the dependence on parameters can be very "regular" or very "irregular"; we will show two examples of these different behaviors. Firstly we will briefly review the case of complex one-dimensional tori. Then we will consider complex structures on S1 x S3, namely (primary) Hopf surfaces, proving the condition under which two of such complex structures are equivalent.