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- Pro-simplicial_set abstract "In mathematics, a pro-simplicial set is an inverse system of simplicial sets.A pro-simplicial set is called pro-finite if each term of the inverse system of simplicial sets has finite homotopy groups.Pro-simplicial sets show up in shape theory, in the study of localization and completion in homotopy theory, and in the study of homotopy properties of schemes (e.g. étale homotopy theory).References1. DAVID A. EDWARDS AND HAROLD M. HASTINGS, CECH THEORY: ITS PAST, PRESENT, AND FUTURE,ROCKY MOUNTAINJOURNAL OF MATHEMATICS, Volume 10, Number 3, Summer 1980http://rmmc.asu.edu/TO%20DOUGLAS/RMJ/vol10/vol10-3/edw.pdf2. D.A. Edwards and H. M. Hastings, (1976), Čech and Steenrod homotopy theories with applications to geometric topology, Lecture Notes in Maths. 542, Springer-Verlag.http://bib.tiera.ru/dvd56/Edwards%20D.%20A.,%20Hastings%20H.%20M.%20-%20Cech%20and%20Steenrod%20Homotopy%20Theories%20with%20Applications%20to%20Geometric%20Topology%281976%29%28308%29.pdf".
- Pro-simplicial_set wikiPageExternalLink Edwards%20D.%20A.,%20Hastings%20H.%20M.%20-%20Cech%20and%20Steenrod%20Homotopy%20Theories%20with%20Applications%20to%20Geometric%20Topology%281976%29%28308%29.pdf.
- Pro-simplicial_set wikiPageExternalLink edw.pdf.
- Pro-simplicial_set wikiPageID "6007184".
- Pro-simplicial_set wikiPageRevisionID "404315313".
- Pro-simplicial_set hasPhotoCollection Pro-simplicial_set.
- Pro-simplicial_set subject Category:Simplicial_sets.
- Pro-simplicial_set type Abstraction100002137.
- Pro-simplicial_set type Collection107951464.
- Pro-simplicial_set type Group100031264.
- Pro-simplicial_set type Set107996689.
- Pro-simplicial_set type SimplicialSets.
- Pro-simplicial_set comment "In mathematics, a pro-simplicial set is an inverse system of simplicial sets.A pro-simplicial set is called pro-finite if each term of the inverse system of simplicial sets has finite homotopy groups.Pro-simplicial sets show up in shape theory, in the study of localization and completion in homotopy theory, and in the study of homotopy properties of schemes (e.g. étale homotopy theory).References1. DAVID A. EDWARDS AND HAROLD M.".
- Pro-simplicial_set label "Pro-simplicial set".
- Pro-simplicial_set sameAs m.0fk9x_.
- Pro-simplicial_set sameAs Q7246618.
- Pro-simplicial_set sameAs Q7246618.
- Pro-simplicial_set sameAs Pro-simplicial_set.
- Pro-simplicial_set wasDerivedFrom Pro-simplicial_set?oldid=404315313.
- Pro-simplicial_set isPrimaryTopicOf Pro-simplicial_set.