Matches in SemOpenAlex for { <https://semopenalex.org/work/W1504849653> ?p ?o ?g. }
- W1504849653 endingPage "238" @default.
- W1504849653 startingPage "143" @default.
- W1504849653 abstract "This chapter discusses the theory of Hausdorff convergence. Classically, the Hausdorff distance between two closed subsets in a fixed metric space has been defined. Gromov defined the Hausdorff distance between two metric spaces by taking the infimum of the Hausdorff distances over all ambient spaces into which the two metric spaces are embedded by isometries. There he proved two fundamental results—the precompactness theorem and the convergence theorem—and applied them to the study of the global structures of Riemannian manifolds. The chapter also discusses generalizations of Hausdorff convergence to the case of open manifolds and/or manifolds on which groups act." @default.
- W1504849653 created "2016-06-24" @default.
- W1504849653 creator A5046412940 @default.
- W1504849653 date "1990-01-01" @default.
- W1504849653 modified "2023-10-01" @default.
- W1504849653 title "Hausdorff Convergence of Riemannian Manifolds and Its Applications" @default.
- W1504849653 cites W139435258 @default.
- W1504849653 cites W143092720 @default.
- W1504849653 cites W1496091573 @default.
- W1504849653 cites W1512416545 @default.
- W1504849653 cites W1514020989 @default.
- W1504849653 cites W1515284703 @default.
- W1504849653 cites W1530161281 @default.
- W1504849653 cites W1544179784 @default.
- W1504849653 cites W1561664481 @default.
- W1504849653 cites W1570182225 @default.
- W1504849653 cites W1583799621 @default.
- W1504849653 cites W1594041899 @default.
- W1504849653 cites W1597202160 @default.
- W1504849653 cites W1603462297 @default.
- W1504849653 cites W1630072945 @default.
- W1504849653 cites W1643776546 @default.
- W1504849653 cites W16590976 @default.
- W1504849653 cites W1751525176 @default.
- W1504849653 cites W1793085281 @default.
- W1504849653 cites W1955655594 @default.
- W1504849653 cites W1964735722 @default.
- W1504849653 cites W1965791465 @default.
- W1504849653 cites W1969966871 @default.
- W1504849653 cites W1974456637 @default.
- W1504849653 cites W1978056055 @default.
- W1504849653 cites W1978639364 @default.
- W1504849653 cites W1982906522 @default.
- W1504849653 cites W1991367248 @default.
- W1504849653 cites W1992432286 @default.
- W1504849653 cites W1993496544 @default.
- W1504849653 cites W1995613500 @default.
- W1504849653 cites W2000359193 @default.
- W1504849653 cites W2001414684 @default.
- W1504849653 cites W2001500028 @default.
- W1504849653 cites W2003359014 @default.
- W1504849653 cites W2004422407 @default.
- W1504849653 cites W2005066329 @default.
- W1504849653 cites W2008106590 @default.
- W1504849653 cites W2013254621 @default.
- W1504849653 cites W2014951524 @default.
- W1504849653 cites W2018655137 @default.
- W1504849653 cites W2019552545 @default.
- W1504849653 cites W2024220377 @default.
- W1504849653 cites W2026429431 @default.
- W1504849653 cites W2027438859 @default.
- W1504849653 cites W2030654809 @default.
- W1504849653 cites W2032868343 @default.
- W1504849653 cites W2042049082 @default.
- W1504849653 cites W2042131357 @default.
- W1504849653 cites W2044399288 @default.
- W1504849653 cites W2044646389 @default.
- W1504849653 cites W2046479762 @default.
- W1504849653 cites W2052135370 @default.
- W1504849653 cites W2057960160 @default.
- W1504849653 cites W2068774711 @default.
- W1504849653 cites W2074267610 @default.
- W1504849653 cites W2075649211 @default.
- W1504849653 cites W2077443373 @default.
- W1504849653 cites W2087258949 @default.
- W1504849653 cites W2088604891 @default.
- W1504849653 cites W2089100530 @default.
- W1504849653 cites W2104068117 @default.
- W1504849653 cites W2164477159 @default.
- W1504849653 cites W2314781788 @default.
- W1504849653 cites W2316282581 @default.
- W1504849653 cites W2316885537 @default.
- W1504849653 cites W2327166197 @default.
- W1504849653 cites W2331155048 @default.
- W1504849653 cites W38120788 @default.
- W1504849653 cites W4230888894 @default.
- W1504849653 cites W4233029638 @default.
- W1504849653 cites W4235484205 @default.
- W1504849653 cites W4245711044 @default.
- W1504849653 doi "https://doi.org/10.1016/b978-0-12-001018-9.50008-7" @default.
- W1504849653 hasPublicationYear "1990" @default.
- W1504849653 type Work @default.
- W1504849653 sameAs 1504849653 @default.
- W1504849653 citedByCount "58" @default.
- W1504849653 countsByYear W15048496532012 @default.
- W1504849653 countsByYear W15048496532013 @default.
- W1504849653 countsByYear W15048496532015 @default.
- W1504849653 countsByYear W15048496532016 @default.
- W1504849653 countsByYear W15048496532017 @default.
- W1504849653 countsByYear W15048496532018 @default.
- W1504849653 countsByYear W15048496532019 @default.
- W1504849653 countsByYear W15048496532020 @default.
- W1504849653 countsByYear W15048496532021 @default.
- W1504849653 countsByYear W15048496532023 @default.
- W1504849653 crossrefType "book-chapter" @default.
- W1504849653 hasAuthorship W1504849653A5046412940 @default.
- W1504849653 hasBestOaLocation W15048496532 @default.
- W1504849653 hasConcept C134306372 @default.