報告題目：The geometry of the Thurston norm, geodesic laminations and Lipschitz maps
報告時間：2023年11月16號上午10點
報告地點：騰訊會議 806381341
報告人：韓肖壟（清華大學(xué)）
摘要：For closed hyperbolic 3-manifolds, Brock and Dunfield made a conjecture about the upper bound on the ratio of L2-norm to Thurston norm. We first talk about its proof and describe some generic behavior. We then talk about the connection between the Thurston norm, best Lipschitz circle-valued maps, and maximal stretch laminations, building on the recent work of Daskalopoulos and Uhlenbeck, and Farre, Landesberg, and Minsky.
報告人簡介：韓肖壟，清華大學(xué)博士后，伊利諾伊大學(xué)香檳分校博士，主要研究興趣為雙曲幾何，低維流形等。
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