ABSTRACT
Definition 3.8.2. Locally best invariant test. An invariant test of size a is locally best invariant for testing H0 against H1 if there exists an open neighborhood
of O0 such that its power
for any other invariant test of the same size.
Definition 3.8.2. Locally best invariant test. An invariant test of size a is locally best invariant for testing H0 against H1 if there exists an open neighborhood
of O0 such that its power
for any other invariant test of the same size.