Speaker:
Stanislav Molchanov
Institution:
UNCC
Time:
Thursday, October 26, 2006 - 2:00pm
Location:
MSTB 254
We consider random Taylor series and the random $\dzeta$-functions. We prove non-continuation results for both, in case of independent random variables. Also, if the series defined by a stationary process can be continued beyond the radius of convergence we show that the process is deterministic.