Monge-Kantorovich system for degenerate Finsler metrics

Thời gian: 09:00 đến 11:00 Ngày 08/10/2020

Địa điểm: C101, VIASM

Báo cáo viên: Nguyễn Văn Thành, Đại học Quy Nhơn

Tóm tắt:

This talk will be concerned with a generalization of Monge-Kantorovich system, which gives rise to a necessary and sufficient optimality condition for the Kantorovich dual problem and minimal flow problem associated with a degenerate Finsler metric. To obtain the result, we will show that 1-Lipschitz function with respect to such a degenerate Finsler metric can be approximated by smooth functions satisfying the same condition.