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SUMMARY:Lasse Rempe (University of Liverpool)
DTSTART:20220315T140000Z
DTEND:20220315T150000Z
DTSTAMP:20260422T201242Z
UID:CAvid/68
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/CAvid/68/">A
  counterexample to Eremenko's Conjecture</a>\nby Lasse Rempe (University o
 f Liverpool) as part of CAvid: Complex Analysis video seminar\n\nLecture h
 eld in N/A.\n\nAbstract\nI shall speak within my lecture\n\nabout an inter
 esting conjecture\n\nof Eremenko from a fine \n\npaper of 1989.\n\n>>>\n\n
 He asked if each escaping point\n\ncan to infinity be joined\n\nusing a co
 nnected shape\n\nall points of which themselves escape.\n\n>>>\n\nAlthough
  quite simple it appears\,\n\nthis question has for many years\n\ncaused m
 e and others some despair\,\n\nsleepless nights and greying hair.\n\n>>>\n
 \nThrough our intense investigation\n\nof transcendental iteration\,\n\nmu
 ch progress was indeed obtained\,\n\nbut the conjecture\, it remained - \n
 \n>>>\n\ntill now! By work with Waterman\n\nand Martí-Pete\, now I can\n\
 ndescribe to you\, within my lecture\,\n\na counterexample to Eremenko's C
 onjecture.\n
LOCATION:https://researchseminars.org/talk/CAvid/68/
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