Pages that link to "Normed Vector Space is Finite Dimensional iff Unit Sphere is Compact/Necessary Condition"
Jump to navigation
Jump to search
The following pages link to Normed Vector Space is Finite Dimensional iff Unit Sphere is Compact/Necessary Condition:
Displayed 3 items.
- Normed Vector Space is Finite Dimensional iff Unit Sphere is Compact (transclusion) (← links)
- Intersection of Compact and Closed Subsets of Normed Finite-Dimensional Real Vector Space with Euclidean Norm is Compact (← links)
- Set of 2-Dimensional Real Orthogonal Matrices is Compact in Normed Real Square Matrix Vector Space (← links)