Jan 1, 0001
Closed ball
Let $(X, \rho)$ - a metric-space.
Closed ball is $B_{\varepsilon}(x) = {y \in X: \rho(x, y) \leq \varepsilon}$.
Jan 1, 0001
Let $(X, \rho)$ - a metric-space.
Closed ball is $B_{\varepsilon}(x) = {y \in X: \rho(x, y) \leq \varepsilon}$.