[PDF.24gh] Optimal Transport and Minimizing Measures: Monge-Kantorovich, Mather and Geometric Measure Theory
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Optimal Transport and Minimizing Measures: Monge-Kantorovich, Mather and Geometric Measure Theory
Luca Granieri
[PDF.pn72] Optimal Transport and Minimizing Measures: Monge-Kantorovich, Mather and Geometric Measure Theory
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| #6694957 in Books | Granieri Luca | 2010-12-15 | Original language:English | PDF # 1 | 8.66 x.38 x5.91l,.56 | File type: PDF | 168 pages | Optimal Transport and Minimizing Measures||About the Author|Luca Granieri has obtained the degree in mathematics at Bari's University (Italy) and then a PH.D. in Mathematics at Pisa's University (Italy). At the present moment he makes teaching and reaserch activities at Politecnico of Bari.
Mass transportation problems, also known as Monge-Kantorovich problems, have been intensively studied in particular with respect to numerous and important applications and connections with other fields such as PDE, material sciences, probability and economics. One of these connections is concerned with Mather's theory of minimal measures in Lagrangian dynamic. The main aim of this monograph is to present in a self-contained way some aspects of these connections and some...
You can specify the type of files you want, for your device.Optimal Transport and Minimizing Measures: Monge-Kantorovich, Mather and Geometric Measure Theory | Luca Granieri. I really enjoyed this book and have already told so many people about it!
