equivariant homotopy and cohomology theory
... There is a great deal of literature on this subject. The original construction of the nonequivariant stable homotopy category was due to Mike Boardman. One must make a sharp distinction between the stable homotopy category, which is xed and unique up to equivalence, and any particular point-set lev ...
... There is a great deal of literature on this subject. The original construction of the nonequivariant stable homotopy category was due to Mike Boardman. One must make a sharp distinction between the stable homotopy category, which is xed and unique up to equivalence, and any particular point-set lev ...
Convexity of Hamiltonian Manifolds
... shows one direction, the other is trivial. Putting u = v in the definition, we see that for a convex manifold M the fibers of ψ are connected. Moreover, for every u, v ∈ ψ(M ) the intersection uv ∩ ψ(M ) has to be connected, i.e., ψ(M ) is convex. These two properties are not enough to imply convexi ...
... shows one direction, the other is trivial. Putting u = v in the definition, we see that for a convex manifold M the fibers of ψ are connected. Moreover, for every u, v ∈ ψ(M ) the intersection uv ∩ ψ(M ) has to be connected, i.e., ψ(M ) is convex. These two properties are not enough to imply convexi ...
Near topology and nearly continuous functions
... This Dissertation is brought to you for free and open access by Digital Repository @ Iowa State University. It has been accepted for inclusion in Retrospective Theses and Dissertations by an authorized administrator of Digital Repository @ Iowa State University. For more information, please ...
... This Dissertation is brought to you for free and open access by Digital Repository @ Iowa State University. It has been accepted for inclusion in Retrospective Theses and Dissertations by an authorized administrator of Digital Repository @ Iowa State University. For more information, please ...
closed sets via generalized topologies
... basic operators on generalized topological spaces. It is observed that a large number of papers are devoted to the study of generalized open sets like open sets of a topological space, containing the class of open sets and possessing properties more or less similar to those of open sets. We recall s ...
... basic operators on generalized topological spaces. It is observed that a large number of papers are devoted to the study of generalized open sets like open sets of a topological space, containing the class of open sets and possessing properties more or less similar to those of open sets. We recall s ...