Titlebook: Handbook of the History of General Topology; C. E. Aull,R. Lowen Book 2001 Springer Science+Business Media B.V. 2001 Area.DEX.Mathematica.

esoteric

Nonsymmetric Distances and Their Associated Topologies: About the Origins of Basic Ideas in the Aress the historic development of some of the main ideas of the area in greater detail. The list of sections and keywords given above should help the specialist to find his way through the various sections.

換話題

A History of the Normal Moore Space Problem, set theory from the beginning, and gave rise to a whole area of topology that has been, in the words of Tall [1984] “at the cutting edge of set-theoretic topology, very frequently being the first topological consumer of a new set-theoretic technique”.

Dictation

Combinatorial Topology Versus Point-Set Topology,icle is to try and throw some light on this situation. It is easier to describe what happened than to explain why, but some insight may be gained if we try to understand what it must have been like to be a topologist in the first half of the century, especially in the second quarter. At the end of this article I will attempt an explanation.

resistant

Topological Features of Topological Groups,ve any intention of presenting material concerning the representation theory of (locally) compact groups — the book [We4] by Weil and Section 5 of [Pon4] by Pontryagin are recommended in this respect.

receptors

978-90-481-5704-4Springer Science+Business Media B.V. 2001

頌揚(yáng)本人

Handbook of the History of General Topology978-94-017-0470-0Series ISSN 1388-4336

GRIEF

1388-4336 Overview: 978-90-481-5704-4978-94-017-0470-0Series ISSN 1388-4336

健壯

黃油沒有

Supercategories of Top and the Inevitable Emergence of Topological Constructs,Before embarking on our journey let us point out what we will not be doing, thereby stifling unjustified “great expectations” in the bud.

熒光

History of Shape Theory and its Application to General Topology,This paper consists of a short history of shape theory and of a survey of the various applications of shape theory. In particular, the paper describes applications in several areas of general topology (topology of continua, hyperspaces, compactifications, fixed points) and in dynamical systems (Conley index, attractors).