Definition of Subspace topology

1. Noun. (topology) The topology of a subset ''S'' of a topological space ''X'' which is obtained by considering any subset of ''S'' to be an open set if it corresponds to the intersection of ''S'' with some open set of ''X''. ¹

¹ Source: wiktionary.com

Lexicographical Neighbors of Subspace Topology

subsoiled
subsoiler
subsoilers
subsoiling
subsoils
subsolar
subsolary
subsolidus
subsolution
subsolutions
subsong
subsongs
subsonic
subsonically
subspace topology (current term)
subspaces
subspecialise
subspecialised
subspecialises
subspecialising
subspecialist
subspecialists
subspeciality
subspecialization
subspecializations
subspecialize
subspecialized
subspecializes
subspecializing

Other Resources:

Search for Subspace topology on Dictionary.com!Search for Subspace topology on Thesaurus.com!Search for Subspace topology on Google!Search for Subspace topology on Wikipedia!

Search