Experimental browser for the Atmosphere
A Monge map, i.e., a solution to optimal transport Monge problems, may not always exist, be unique, or be symmetric with respect to the source and target distributions. It was one of the motivation to introduce Kantorovich relaxation. math.univ-lyon1.fr/~santambrogi...
Apr 21, 2025, 5:01 AM
{ "uri": "at://did:plc:v2ex7xmwc44boycfxs5bicdg/app.bsky.feed.post/3lncf2mwl2o2i", "cid": "bafyreicoma4vvtzbpigb3mybjg2nu5hierhczmomwwbrkn2dghbutbonna", "value": { "text": "A Monge map, i.e., a solution to optimal transport Monge problems, may not always exist, be unique, or be symmetric with respect to the source and target distributions. It was one of the motivation to introduce Kantorovich relaxation. math.univ-lyon1.fr/~santambrogi...", "$type": "app.bsky.feed.post", "embed": { "$type": "app.bsky.embed.images", "images": [ { "alt": "", "image": { "$type": "blob", "ref": { "$link": "bafkreicrq6tvqx7ddaqzi34lq44c6nvtw6myzsqt67jvmmzkhvnxnstimu" }, "mimeType": "image/png", "size": 297807 }, "aspectRatio": { "width": 1920, "height": 1080 } } ] }, "facets": [ { "index": { "byteEnd": 269, "byteStart": 235 }, "features": [ { "uri": "https://math.univ-lyon1.fr/~santambrogio/OTAM-cvgmt.pdf#page=115", "$type": "app.bsky.richtext.facet#link" } ] } ], "createdAt": "2025-04-21T05:01:02.137Z" } }