A study of the quasi covering dimension for finite spaces through the matrix theory
D.N. Georgiou, A.C. Megaritis, Fotini Sereti · DergiPark (Istanbul University) · 2017
We use matrices to study the dimension function dim$_q$, calling quasi covering dimension, for finite topological spaces, which is always greaterthan or equal to the classical covering dimension dim. In particular, we present algorithms in order to compute the dim$_q(X)$ of an arbitrary finite topological space $X$.