Product Metric Space
# Definition
Let $(M_{i}, d_{i}){i \in I}$ be Metric Spaces with Index Set $I$ and let $M = \prod\limits{i \in I}^{} M_{i}$. The Product Metric Space is $M$ paired with the Supremum Metric.
Search
Let $(M_{i}, d_{i}){i \in I}$ be Metric Spaces with Index Set $I$ and let $M = \prod\limits{i \in I}^{} M_{i}$. The Product Metric Space is $M$ paired with the Supremum Metric.