2024 黎曼-芬斯勒几何专题讲习班

芬斯勒几何是没有二次型限制的黎曼几何。在陈省身先生晚年大力倡导和推动下，国内黎曼-芬斯勒几何近二十多年来达到前所未有的发展时期，成果丰硕。为了进一步培养国内年轻学者队伍和后备人才，加强他们的理论基础，拓宽他们研究内容并提升他们的理论及应用研究水平，我们申请本项目举办“2024黎曼-芬斯勒几何专题讲习班”，这是从2018年至2022年期间已开展的“黎曼-芬斯勒几何讲习班”的延续和拓展。通过本项目，加强国内研究生和青年学者在黎曼-芬斯勒几何及交叉学科等基础课程的学习；促进相关学科知识的交叉融合；帮助他们尽快进入学术研究前沿；提高他们的整体学术研究水平和国际影响力.

Finsler geometry is a Riemannian geometry without quadratic restriction. Finsler geometry in China has arrived an unprecedented development period and made fruitful achievements in recent more than twenty years under the strongly encouragement and promotion of Mr. Shing-shen Chern during his later life.To further cultivate the domestic young scholars group and reserve talents,strengthen their theretical basis,extend their research contents,and promote their research level of theory and application, we apply for this project is to hold “2024 workshop on special topics in Riemann-Finsler geometry ”.This is a continuation and development of “workshop on Riemann-Finsler geometry” already held during the years 2018--2022.By means of this project,we shall strengthen the study of basic courses on Riemann-Finsler geometry and interdisciplines for domestic graduates and young scholars, promote interdisciplinary integration of related subjects,help them enter the frontier of acdemic research as soon as possible,and improve their global academic research level and international influences.