metric space उदाहरण वाक्य
उदाहरण वाक्य
- Recall that a continuum is a nonempty connected compact metric space.
- The open balls of a metric space are a unions of open balls.
- So, S must be infinite or the metric space is trivial.
- In order to prove this theorem Gromov introduced a convergence for metric spaces.
- A large class of spaces satisfying the countable first axiom are metric spaces.
- A set with a metric is called a metric space.
- There are, however, topological spaces that are not metric spaces.
- One can generalize the notion of energy distance to probability distributions on metric spaces.
- The Baire category theorem says that every complete metric space is a Baire space.
- Paracompact manifolds have all the topological properties of metric spaces.