2 papers
cs.CV2016
Monge's Optimal Transport Distance for Image Classification
Michael Snow, Jan Van lent
This paper focuses on a similarity measure, known as the Wasserstein distance, with which to compare images. The Wasserstein distance results from a partial differential equation (…
math.NA2016
Nonlinear solution techniques for solving a Monge-Ampère equation for redistribution of a mesh
P. A. Browne, J. Prettyman, H. Weller +2
A Monge-Ampère (MA) equation arises when seeking an optimally transported mesh that equidistributes a given monitor function in Cartesian space. This MA equation is a fully nonline…