isometric spaces

isometric spaces

[¦ī·sə′me·trik ′spā·səs]
(mathematics)
Two spaces between which an isometry exists.
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References in periodicals archive ?
Also, if f is one to one and surjective, then it is called that (([N.sub.1], *), [d.sub.1]) and (([N.sub.2], *), [d.sub.2]) are NT isometric spaces.
Therefore, (([N.sub.1],.), [d.sub.1]) and (([N.sub.2],.), [d.sub.2]) are NT isometric spaces.