Unsymmetric T-0-quasi-metrics


Kunzi H. A. , Sioen M., YILDIZ F.

TOPOLOGY AND ITS APPLICATIONS, cilt.279, 2020 (SCI İndekslerine Giren Dergi) identifier identifier

Özet

H.J.K. Junnila [9] called a neighbournet N on a topological space X unsymmetric provided that for each x, y is an element of X with y is an element of (N n N-1) (x) we have that N (x) = N(y). Motivated by this definition, we shall call a T-0-quasi-metric d on a set X unsymmetric provided that for each x, y, z E X the following variant of the triangle inequality holds: d(x, z) <= d(x, y) V d(y, x) V d(y, z).