[콜로퀴엄] Proof of Liouville’s theorem for harmonic functions and its applications in differential geometry (24/5/10, 날짜변경)

글쓴이 /
  1. 일시 : 2024년 05월 10일(금요일) 오후 4시
  2. 장소 : 아산이학관 526호(권택연 세미나실)
  3. 연사 : 이상훈 박사님 (고등과학원)
  4. 제목 : Proof of Liouville’s theorem for harmonic functions and its applications in differential geometry​
  5. 요약 : In this talk, we present the proof of the classical Liouville’s theorem for harmonic functions, achieved without using the mean-value property. We then discuss its application to geometric problems related to conformally compact Einstein manifolds and the regularity theory of minimal surfaces.