[20221014 : Colloquium]
L^p summability of Hermite Bochner-Riesz means
1. 일시 : 2022년 10월 14일 (금) 16:00-17:00
2. 장소 : 아산이학관 526호
3. 연사 : 유재현 박사 (고등과학원)
4. 제목 : L^p summability of Hermite Bochner-Riesz means
5. 초록 : Bochner-Riesz mean is one of summability methods usually considered when a given series is not convergent. This is a generalization of the Cesaro's summation and can also be understood as a smoothed out version of Riesz mean. The idea behind the Bochner-Riesz mean is quite simple; mitigating influence of new terms entering into the series. In this talk, we study the problem of determining whether the Bochner-Riesz means of a series consisting of the Hermite functions converge in the L^p space. For audiences unfamiliar with tis topic, I will give the lecture beginning with introducing basic concepts.
문의 : 김일두 교수님(waldoo@korea.ac.kr)