output
20022009
most citedVirial Scaling of Massive Dark Matter Halos: Why Clusters Prefer a High Normalization Cosmology

370 citations

Showing math-phShow all

11 papers · 1 filter

math-ph20081 cited

Width of Shape Resonances for Non Globally Analytic Potentials

S. Fujiie, A. Lahmar-Benbernou, A. Martinez

We consider the semiclassical Schroedinger operator with a "well in an island" potential, on which we assume smoothness only, except near infinity. We give the asymptotic expansion…

math-ph2008103 cited

Time-fractional derivatives in relaxation processes: a tutorial survey

Francesco Mainardi, Rudolf Gorenflo

The aim of this tutorial survey is to revisit the basic theory of relaxation processes governed by linear differential equations of fractional order. The fractional derivatives are…

math-ph2007183 cited

Some aspects of fractional diffusion equations of single and distributed order

Francesco Mainardi, Gianni Pagnini, Rudolf Gorenflo

The time fractional diffusion equation is obtained from the standard diffusion equation by replacing the first-order time derivative with a fractional derivative of order $β\in (0,…

math-ph2007

The role of the Fox-Wright functions in fractional sub-diffusion of distributed order

Francesco Mainardi, Gianni Pagnini

The fundamental solution of the fractional diffusion equation of distributed order in time (usually adopted for modelling sub-diffusion processes) is obtained based on its Mellin-B…

math-ph20071 cited

Spectral analysis of transfer operators associated to Farey fractions

Claudio Bonanno, Sandro Graffi, Stefano Isola

The spectrum of a one-parameter family of signed transfer operators associated to the Farey map is studied in detail. We show that when acting on a suitable Hilbert space of analyt…

math-ph2005

The Ghirlanda-Guerra Identities

Pierluigi Contucci, Cristian Giardina'

If the variance of a Gaussian spin-glass Hamiltonian grows like the volume the model fulfills the Ghirlanda-Guerra identities in terms of the normalized Hamiltonian covariance.