Boundary C1,α regularity of potential functions in optimal transportation with quadratic cost
We provide a different proof for the global C1,α regularity of potential functions in the optimal transport problem, which was originally proved by Caffarelli. Our method applies to a more general class of domains.
|Collections||ANU Research Publications|
|Source:||Analysis and PDE|
|01_Andriyanova_Boundary_C1%2C%CE%B1_regularity_of_2016.pdf||299.43 kB||Adobe PDF|
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