Read the text and determine if the sentence is true (see options at the end):

In mathematical representation theory, two representations of a group on topological vector spaces are called Naimark equivalent (named after Mark Naimark) if there is a closed bijective linear map between dense subspaces preserving the group action.

Sentence: An open bijective linear map will not satisfy the requirements of Naimark equivalence
Available options:
(A). Yes
(B). It's impossible to say
(C). No
(A).