Finite-Dimensional Vector Space
# Definition
Let $V$ be a Vector Space. We say $V$ is finite-dimensional if $\exists S \subset V$ s.t.
- $S$ is a Finite Set.
- $S$ is a Vector Space Basis for $V$.
Search
Let $V$ be a Vector Space. We say $V$ is finite-dimensional if $\exists S \subset V$ s.t.