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ON THE STOCHASTIC SPECTRAL RADIUS FORMULA

The Quarterly Journal of Mathematics, 1995
It is known that if \(\{Y_n\}\) is a stationary sequence of random matrices and \(|\cdot |\) a Banach algebra norm, then \[ \lim_{t \to \infty} {1\over t} \log |X_{0t}|= \gamma\;\text{ a.s.},\tag{1} \] where \(X_{0t} \equiv Y_1 Y_2 \dots Y_t\) and \(\gamma\) is a constant under hypotheses of the 0-1 law. The present paper is devoted to a generalization
openaire   +2 more sources

Inequalities for Numerical Radius and Spectral Radius

Journal of Advanced Mathematics and Applications, 2016
M. Al-Hawari, Sa'ed M. Barahmeh
openaire   +1 more source

The proton charge radius

Reviews of Modern Physics, 2022
Haiyan Gao, Marc Vanderhaeghen
exaly  

Near-zero-index materials for photonics

Nature Reviews Materials, 2019
Nathaniel Kinsey   +2 more
exaly  

Enhancing solar cell efficiency: the search for luminescent materials as spectral converters

Chemical Society Reviews, 2013
Xiaoyong Huang, Sanyang Han, Wei Huang
exaly  

Enhanced photovoltaic energy conversion using thermally based spectral shaping

Nature Energy, 2016
Andrej Lenert   +2 more
exaly  

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