Assertion: metric space | /r/HasProperty | obtained
Facets:
value: by replacing the triangle inequality
type: MANNER
value: by taking a nonempty
type: MANNER
Source sentences:
text: We will now look at the open and closed sets of a particular interesting example of a metric space - the discrete metric space - which can be obtained by taking a nonempty set $M$ with The Discrete Metric defined for all $x, y \in M$ by:
text: In this paper, inspired from the definition of fuzzy metric spaces, we will introduce -metric as an extension of metric spaces which is obtained by replacing the triangle inequality with a more generalized inequality.