Simply connected space
Simply connected space A geometrical object is called simply connected if it consists of one piece ...
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Simply connected space   (translated from Italian)
Simply connected space A geometric object is said simply connected if it is made of a ...
http://it.wikipedia.org/wiki/Spazio_semplicemente_connesso - 6k - Cached (Italian) - Wikipedia (Italian) - Similar pages

Talk:Simply connected space
Talk:Simply connected space The article said: A subset X of Euclidean 2-space R 2 is simply connected if and only if both ...
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Connected space
Connected space Connected and disconnected subspaces of R². The space A at top is connected; the shaded space B at bottom ...
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Space closely connected   (translated from French)
Space closely connected Historically, concept ofspace closely connected resulting from the shock due to is ... it. The result was one geometry closely connected, where space seems one structure , close to that ...
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Semi-locally simply connected
Semi-locally simply connected In mathematics, in particular topology, a topological space X is called semi-locally simply connected if every point x in X ...
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Space
Space For other uses, see space (disambiguation). Space is a general or specialized concept of ... objects within have a relationship with (the) space which follows various (theoretically) defineable rules. In ... to varied concepts of finite (or local) space (ie. Euclidean space, living space , personal ...
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Riemannian symmetric space
Riemannian symmetric space In mathematics, a (Riemannian) symmetric space in differential geometry is a certain kind of homogeneous space in the theory of Lie groups. They ... It acts as −1 on the tangent space of the point. In general it is ... be locally symmetric (or a locally symmetric space) if its Riemann curvature tensor has ...
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Hyperbolic space
Hyperbolic space In mathematics, hyperbolic n-space, denoted H n , is the maximally symmetric, simply connected, n-dimensional Riemannian manifold with constant sectional curvature −1. Hyperbolic space is the principal example of a ...
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Reference mark closely connected   (translated from French)
Reference mark closely connected As in any geometrical space, one reference mark closely connected is a reference mark in one space closely connected who allows to associate in a ...
http://fr.wikipedia.org/wiki/Repère_affine - 10k - Cached (French) - Wikipedia (French) - Similar pages