Assertion: metric space | /r/HasProperty | ordered pair
Facets:
Source sentences:
text: A metric space is an ordered pair ( M , d ) {\displaystyle (M,d)} where M {\displaystyle M} is a set and d {\displaystyle d}
text: Technically a metric space is not a topological space, and a topological space is not a metric space: a metric space is an ordered pair $\langle X,d\rangle$ such that $d$ is a metric on $X$, and a topological space is an ordered pair
text: A metric space is an ordered pair $(M,d)$ where $M$ is a set and $d$ is a metric on $M$, i.e., a function
text: A metric space is an ordered pair (X,d) where X is a set and d a function
text: A metric space is an ordered pair (M,d) where M is a set and d is a metric on M, that is, a function