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Welcome to roadstat.com on March 30 2008 This is an internet experiment running to monitor browsing habbits of individuals through wikipedia contents. General topology From Wikipedia, the free encyclopedia Jump to: navigation search In mathematics general topology or point-set topology is the branch of topology which studies properties of topological spaces and structures defined on them. It is distinct from other branches of topology in that the topological spaces may be very general, and do not have to be at all similar to manifolds Contents History Scope See also References ... edit History General topology grew out of a number of areas, most importantly the following: the detailed study of subsets of the real line (once known as the topology of point sets , this usage is now obsolete) the introduction of the manifold concept the study of metric spaces , esp. normed linear spaces , in the early days of functional analysis General topology assumed its present form around 1940. It captures, one might say, almost everything in the intuition of continuity , in a technically adequate form that can be applied in any area of mathematics.

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wiki-net.info - Encyklopedia Internetowa Strona gł³wna Kategorie gł³wne Aktualności Szukaj: Ostatnio oglÄ dane: General topology [en] Provinco Kocaeli [eo] Kategorio:Vasa [eo] Ezoterik [tr] ... Nepo (esperantido) [eo] Wybierz język: ar id bg ca ... zh General topology From Wikipedia, the free encyclopedia Jump to: navigation search In mathematics general topology or point-set topology is the branch of topology which studies properties of topological spaces and structures defined on them. It is distinct from other branches of topology in that the topological spaces may be very general, and do not have to be at all similar to manifolds Contents History Scope See also References ... edit History General topology grew out of a number of areas, most importantly the following: the detailed study of subsets of the real line (once known as the topology of point sets , this usage is now obsolete) the introduction of the manifold concept the study of metric spaces , esp. normed linear spaces , in the early days of functional analysis General topology assumed its present form around 1940. It captures, one might say, almost everything in the intuition of continuity , in a technically adequate form that can be applied in any area of mathematics.

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