One version of Schur's lemma states that, for a module of this type, the endomorphism ring is a division ring.
One version of Schur's lemma states that, for a module of this type, the endomorphism ring is a division ring. For a given significance level, the Neyman-Pearson lemma states that the likelihood ratio is the most powerful test between two hypotheses of this type; such hypotheses fully specify the probability distribution. This term is applied to any function with a finite range, and to groups which have no nontrivial proper normal subgroups. This term also denotes poles of order one, and graphs with no multiple edges or loops. FTP, name this adjective applied to such machines as the inclined plane and lever, as well as a type of harmonic motion.
One version of Schur's lemma states that, for a module of this type, the endomorphism ring is a division ring.
{simple}