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An abstract manifold is a manifold in the context of an abstract space with no particular embedding, or representation in mind. It is a topological space with an atlas of ...
Construct a chain C of 2n components in a solid torus V. Now thicken each component of C slightly to form a chain C_1 of 2n solid tori in V, where pi_1(V-C_1)=pi_1(V-C) via ...
Let (X,tau) be a topological space, and let p in X. Then the arc component of p is union {A subset= X:A is an arc and p in A}.
A collection B of subsets of a set X forming a topological basis.
A subset of a topological space which is compact with respect to the relative topology.
The slicing of a three-dimensional object by a plane (or more general slice).
A discrete space is simply a topological space equipped with the discrete topology. A discrete space is always a metric space, namely the metric space with the same ...
A topology is given by a collection of subsets of a topological space X. The smallest topology has two open sets, the empty set emptyset and X. The largest topology contains ...
Handles and cross-handles are equivalent in the presence of a cross-cap.
The real projective plane with elliptic metric where the distance between two points P and Q is defined as the radian angle between the projection of the points on the ...
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