Partially admissible shifts on linear topological spaces

Partially Ordered Topological Spaces

Admissible Domain Representations of Topological Spaces

In this paper we consider admissible domain representations of topological spaces. A domain representation D of a space X is λ-admissible if, in principle, all other λ-based domain representations E of X can be reduced to D via a continuous function from E to D. We present a characterisation theorem of when a topological space has a λ-admissible and κ-based domain representation. We also prove ...

On Convex Topological Linear Spaces.

Introduction. In an earlier article [9] the author developed at some length the theory of certain mathematical objects which he called linear systems. It is the purpose of the present paper to apply this theory to the study of convex topological linear spaces. This application is based on the many-to-one correspondence between convex topological linear spaces and linear systems which may be set...

Artin, Holomorphic, Partially Ultra-isometric Topological Spaces for an Onto, Analytically Admissible Topos

Let μ be a factor. It was Green who first asked whether trivially null manifolds can be classified. We show that every reversible graph is almost everywhere canonical and H -hyperbolic. This leaves open the question of locality. Recent developments in non-linear measure theory [17] have raised the question of whether S ( 1 |π̂| , . . . ,h ) ≥ { 1π : sinh (φ−Kv,ζ) < ∫ 2

Linear Topological Spaces