Modified Moments for Harmonic Solids

By J. Wheeler, C. Blumstein. 1972

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The Full Spectrum of Deep Net Hessians At Scale: Dynamics with Sample Size (2018, methodology): “Our approach for approximating the Hessian of deep nets builds on the survey of [10], which discussed several different methods for approximating the density of the spectrum of large linear operators; many of these were first developed in the context of studies of large linear operators in quantum m”
Approximating Spectral Densities of Large Matrices (2013, unknown): “All approximation methods we consider are presented in section 3.”
The Full Spectrum of Deepnet Hessians at Scale: Dynamics with SGD Training and Sample Size. (2018, unknown): “…methods for approximating the density of the spectrum of large linear operators; many of which were first developed by physicists and chemists in quantum mechanics starting from the 1970’s [Ducastelle and Cyrot-Lackmann, 1970, Wheeler and Blumstein, 1972, Turek, 1988, Drabold and Sankey, 1993].”