l Rational Surface Automorphisms, Part 1: Invariant cubics
Speaker
l Kyounghee Kim (김경희)
Institute
l Florida State University
Date
l 2015-09-22(Tue)
Time
l 14:00~15:00
Place
l E6-1 #1409
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Let f be a rational surface automorphism with positive entropy. It is known that the entropy of f is determined by its ``orbit data'', thee positive integers and a permutation \sigma \in S_3. Under the assumption that there is a curve C such that the closure of f(C - I(f)) = C, one can construct an automorphism with given entropy. We will discuss possible configuration of invariant curves
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