Gaspard **Monge** French mathematician Gaspard **Monge** (May 9, 1746 - July 28, 1818), one of the most original and productive applied mathematicians of his age, laid the foundations of modern descriptive geometry.

Article Submitted to Journal of Symbolic Computation Particular nonclassical symmetries for **Monge**-Amp`ere equations NicoletaB ^ la 1 1 Johannes Kepler University, Institute for Industrial Mathematics, 69 Altenbergerstrasse, Linz, A-4040, Austria, e-mail: bila@indmath.uni-linz.ac.at Abstract One ...

CHENGANDYAU'SWORK ON THE **MONGE**-AMPERE EQUATION AND AFFINE GEOMETRY JOHNLOFTIN, XU-JIA WANG, AND DEANE YANG 1. Introduction S. T. Yauhasdone extremely deep and powerful work indierential geometry and partial dierential equations.

Mathematical Modeling and Analysis A simple algorithm for **Monge**-Kantorovich optimal transport Rick Chartrand, rickc@lanl.gov Kevin R. Vixie, vixie@lanl.gov

Vita PETER R. **MONGE** February 2007 Position: Professor of Communication and Professor of Management and Organization Director, Annenberg Networks Network Faculty Associate, USC Center for Effective Organizations University Address: Annenberg School for Communication and Marshall School of ...

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10 n n c f dd ) ((1) If we consider the KÃ¤hler class of KÃ¤hler metrics cohomologous to :} 0), (: {: c c dd M C dd (2) the Calabi conjecture can be formulated as follows: the mapping) (~ 1 ~ M c Ric is bijective.

Partial Differential Equations and **Monge**-Kantorovich Mass Transfer LawrenceC. Evans âˆ— Department of Mathematics University of California, Berkeley September, 2001 version 1.

Vita PETER R. **MONGE** June 2005 Position: Professor of Communication and Professor of Management and Organization University Address: Annenberg School for Communication and Marshall School of Business University of Southern California Los Angeles, California 90089-0281 (213) 740-0921 **Monge**@usc.edu ...

Peter **Monge** received his doctorate at Michigan State University; he is a professor of communications in the Annenberg School of Communications at the University of