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Optimal transport : the dynamical Monge-Kantorovich model as a bridge between theory and applications
Optimal transport : the dynamical Monge-Kantorovich model as a bridge between theory and applications
Optimal transport : the dynamical Monge-Kantorovich model as a bridge between theory and applications
Baptista, Diego (author) / Universitaet Tuebingen (host institution)
2024
Miscellaneous
Electronic Resource
Unknown
On the Monge–Kantorovich problem with additional linear constraints
British Library Online Contents | 2015
|On the Monge and Kantorovich problems for distributions of diffusion processes
British Library Online Contents | 2014
|Computer applications - Spline Kantorovich method and analysis of general slab bridge deck
Online Contents | 1998
|Spline Kantorovich method and analysis of general slab bridge deck
British Library Online Contents | 1998
|The Kantorovich - Finite Difference Method and its Application to Bridge Structures
British Library Conference Proceedings | 1994
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