software

Compactificability Simulator simulates the topological properties of a space, defined by J. Thomas already in 1969. The space, which is, of course, infinite, is simulated by a sequence of finite approximations, parametrized by two parametres, available for the user's input. The generated iterations topologically represent the studied space as their inverse limit.

Mutual compactificability, compact space, theta-regular space, Tychonoff space, discrete space.

10. 12. 2012

Server UMAT FEKT VUT v Brně, Technická 8, 616 00 Brno

K využití výsledku jiným subjektem je vždy nutné nabytí licence

Poskytovatel licence na výsledek nepožaduje licenční poplatek

http://matika.umat.feec.vutbr.cz/software/webmath/CThetaSimulator.jsp