proof Hadamard's Inequality
http://ift.tt/eA8V8J
Theorem 4.2. Hadamard's Inequality. Suppose A is positive semidefinite of size n. Then |A|≤ [A]11···[A]nn. Proof. Let A be any positive semidefinite ...
from Algebra
Theorem 4.2. Hadamard's Inequality. Suppose A is positive semidefinite of size n. Then |A|≤ [A]11···[A]nn. Proof. Let A be any positive semidefinite ...
from Algebra