Talk:Formal Riemannian Structure of the Wasserstein metric: Difference between revisions
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==Introduction== | |||
*``where \Gamma(\mu,\nu) is the SET OF transport PLANS from \mu to \nu'' | |||
* ``Moreover, the Wasserstein metric can be used to define a FORMAL Riemannien metric on P_2(X). Such a FORMAL metric structure allows one to define...'' | |||
==Riemannian Metric Induced...== | |||
* when you write ``geodesics'', link to the OT wiki article on geodesics | |||
Revision as of 04:44, 11 June 2020
Introduction
- ``where \Gamma(\mu,\nu) is the SET OF transport PLANS from \mu to \nu
- ``Moreover, the Wasserstein metric can be used to define a FORMAL Riemannien metric on P_2(X). Such a FORMAL metric structure allows one to define...
Riemannian Metric Induced...
- when you write ``geodesics, link to the OT wiki article on geodesics