题目：Monge-Ampère equation with bounded periodic data
报告人：李岩岩 (Rutgers University)
时间：7月31日，15:00-16:00
地点：明德楼B区201学术报告厅
摘要：We consider the Monge-Ampère equation det(D2u) = f in Rn, where f is a positive bounded periodic function. We prove that u must be the sum of a quadratic polynomial and a periodic function. For f≡ 1, this is the classic result by Jorgens, Calabi and Pogorelov. For f∈ Cα, this was proved in joint work with Caffarelli. The work presented is a joint work with Siyuan Lu.
