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DTSTART:20230312T070000
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DTSTART:20221106T060000
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DTSTART;TZID=America/Toronto:20231005T143000
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URL:https://uwaterloo.ca/pure-mathematics-geometry-topology/events/kawaguch
 i-silverman-conjecture-projectivized-bundles-over
SUMMARY:Kawaguchi-Silverman Conjecture for Projectivized Bundles over Curve
 s
CLASS:PUBLIC
DESCRIPTION:SASHA ZOTINE\, QUEEN'S UNIVERSITY\n\nThe Kawaguchi-Silverman Co
 njecture (KSC) is a recent conjecture\nequating two invariants of a domina
 nt rational map between projective\nvarieties: the first dynamical degree 
 and arithmetic degree. The first\ndynamical degree measures the topologica
 l mixing of the map\, and the\narithmetic degree measures how complicated 
 rational points become\nafter iteration. Recently\, the conjecture was est
 ablished for several\nclasses of varieties\, including projectivized bundl
 es over any\nnon-elliptic curve. We will discuss my recent work with Brett
 \nNasserden to resolve the elliptic case\, hence proving KSC for all\nproj
 ectivized bundles over curves. \n\nQNC 2501
DTSTAMP:20260315T023458Z
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