No. Every infinite dimensional topological vector space is not locally compact. See the Wikipedia article on locally compact spaces.

Hitoshi Shin'ya has written:

'Spherical functions and spherical matrix functions on locally compact groups' -- subject(s): Locally compact groups, Representations of groups, Spherical functions

Compact mirrors are quite abundant in many different types of stores. Locally, compact mirrors can be found in a makeup store known as Sephora, Target, Macys, and Norstrom.

Compact mirrors are quite abundant in many different types of stores. Locally, compact mirrors can be found in a makeup store known as Sephora, Target, Macys, and Norstrom.

Klaus Floret has written:

'Weakly compact sets' -- subject(s): Compact spaces, Linear topological spaces, Locally convex spaces