报告人：Takashi Takiguchi 副教授 National Defense Academy of Japan
报告时间：2024年8月19日15：00-16：00
报告地点：红瓦楼726
报告内容简介：In this talk, we study uniqueness problems of the Radon transform. We pose a following problem: Assume that the Radon transform of a function f defined on n-dimensional Euclidean space abusolutely converges to 0 on any hyperplane.In this case, is the function f identically 0? The answer to this problem is NO! We discuss this problem and related topics.
报告人简介：Takashi Takiguchi is a researcher in both inverse problems and microlocal analysis, working at National Defense Academy of Japan. He received his Ph.D. in Mathematical Sciences from the University of Tokyo. For the last decade, he engaged in the researches in practical inverse problems based on industry-academia and interdisciplinary collaborations. He organized an international workshop on practical inverse prblems about once a year and contributed to the promotion of industry-academia and interdisciplinary collaborations.
报告邀请人：江渝