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- Q6058714 subject Q6966773.
- Q6058714 subject Q7210663.
- Q6058714 subject Q7413945.
- Q6058714 abstract "In mathematics, the intrinsic flat distance is a notion for distance between two Riemannian manifolds which is a generalization of Federer and Fleming's flat distance between submanifolds and integral currents lying in Euclidean space.".
- Q6058714 wikiPageExternalLink geometry-now-commencement_b_1549248.html.
- Q6058714 wikiPageExternalLink intrinsicflat.html.
- Q6058714 wikiPageExternalLink Plateau-Stein-Febr-2013.pdf.
- Q6058714 wikiPageExternalLink JDG-v87.php.
- Q6058714 wikiPageExternalLink program.html.
- Q6058714 wikiPageExternalLink intrinsicflatconvergence.
- Q6058714 wikiPageWikiLink Q112505.
- Q6058714 wikiPageWikiLink Q19630511.
- Q6058714 wikiPageWikiLink Q395.
- Q6058714 wikiPageWikiLink Q5457832.
- Q6058714 wikiPageWikiLink Q5535518.
- Q6058714 wikiPageWikiLink Q6295090.
- Q6058714 wikiPageWikiLink Q632814.
- Q6058714 wikiPageWikiLink Q6966773.
- Q6058714 wikiPageWikiLink Q7210663.
- Q6058714 wikiPageWikiLink Q7413945.
- Q6058714 wikiPageWikiLink Q929777.
- Q6058714 wikiPageWikiLink Q967417.
- Q6058714 comment "In mathematics, the intrinsic flat distance is a notion for distance between two Riemannian manifolds which is a generalization of Federer and Fleming's flat distance between submanifolds and integral currents lying in Euclidean space.".
- Q6058714 label "Intrinsic flat distance".