09-27【李本伶】管楼1418 几何分析系列报告

时间:2019-09-26


Title:Sprays with scalar curvature and related inverse problem

Speaker:李本伶  教授  (宁波大学)

Time:2019年9月27日           下午  16:00-17:00

Room:东区管理科研楼  澳门新葡新京1418室


Abstract:A spray on a manifold is a vector field on the tangent bundle, which is closely related to a system of second order differential equations. If a spray can be induced by a Finsler metric, the system of second order differential equations is just the geodesic equation of the Finsler metric. Naturally, Finsler geometry and spray geometry are closely related. In this talk, we will introduce some sprays with scalar curvature including projectively flat sprays. For some special cases, the inverse problem How to determine a spray is induced by some Finsler metric or not? will be discussed.



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