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math.CA2015
The sum of squared logarithms inequality in arbitrary dimensions
Lev Borisov, Patrizio Neff, Suvrit Sra +1
We prove the \emph{sum of squared logarithms inequality} (SSLI) which states that for nonnegative vectors whose elementary symmetric polynomials satisfy $e_…
math.CA2014
On the sum of squared logarithms inequality and related inequalities
Fozi M. Dannan, Patrizio Neff, Christian Thiel
We consider the sum of squared logarithms inequality and investigate possible connections with the theory of majorization. We also discuss alternative sufficient conditions on two…