Please deduce that the upper and lower bounds of Rayleigh entropy are the minimum and maximum eigenvalues of R.
Answer: Set
the eigenvalues (real numbers) of the real symmetric matrix R in order of magnitude, and set the
corresponding orthonormal eigenvector system to
any value 0≠ x ∈ R n- , the
so there
makes
it
and
thus be available
Easy to verify
Therefore