Mini-Course: De Giorgi – Moser Estimates
Speaker: Prof. Han Qing((University of Notre Dame))
Location: 428， Mathematics Building
Date: 5月20 日9:40-11:40、5月21日15:00-17:00、 5月22日8:50-11:20(研楼D306)。
Abstract: In this series of lectures, we discuss De Giorgi – Moser estimates for linear elliptic equations of divergence form. These estimates play a fundamental role in studying elliptic equations, both linear and nonlinear. We will present proofs of estimates of local boundedness and local Holder semi-norms by De Giorgi and of estimates of local boundedness and the Harnack inequality by Moser.
