pseudometric space वाक्य
उदाहरण वाक्य
मोबाइल
- That is, points in a pseudometric space may be " infinitely close " without being identical.
- Pseudometric spaces typically are not Hausdorff, but they are preregular, and their use in analysis is usually only in the construction of Hausdorff gauge spaces.
- Unlike a metric space, points in a pseudometric space need not be distinguishable; that is, one may have d ( x, y ) = 0 for distinct values x \ ne y.
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