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Kinetic theory of spatially homogeneous systems with long-range interactions: III. Application to power law potentials, plasmas, stellar systems, and to the HMF model

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The European Physical Journal Plus 128 (10) (2013)
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Kinetic theory of spatially homogeneous systems with long-range interactions: II. Historic and basic equations

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A New Fokker–Planck Approach for the Relaxation-driven Evolution of Galactic Nuclei

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Collisional relaxation in the inhomogeneous Hamiltonian mean-field model: Diffusion coefficients

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A new Monte Carlo method for dynamical evolution of non-spherical stellar systems

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Statistical mechanics of self-gravitating systems in general relativity: I. The quantum Fermi gas

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Functional integral approach to the kinetic theory of inhomogeneous systems

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Secular Evolution of Self-Gravitating Systems Over Cosmic Age

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Scalar Resonant Relaxation of Stars around a Massive Black Hole

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L Velazquez
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Secular diffusion in discrete self-gravitating tepid discs II. Accounting for swing amplification via the matrix method

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Chaos and relaxation to equilibrium in systems with long-range interactions

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Stellar dynamics around a massive black hole – II. Resonant relaxation

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Dressed diffusion and friction coefficients in inhomogeneous multicomponent self-gravitating systems

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Kinetic theory of two-dimensional point vortices and fluctuation–dissipation theorem

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The European Physical Journal Plus 138 (2) (2023)
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Models of dark matter halos based on statistical mechanics: The fermionic King model

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Gravitational phase transitions with an exclusion constraint in position space

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Random transitions described by the stochastic Smoluchowski-Poisson system and by the stochastic Keller-Segel model

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Nonequilibrium Stationary States of 3D Self-Gravitating Systems

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Functional integral derivation of the kinetic equation of two-dimensional point vortices

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Gravitational Brownian motion as inhomogeneous diffusion: Black hole populations in globular clusters

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A core-halo pattern of entropy creation in gravitational collapse

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Explicit Formula of Energy-Conserving Fokker–Planck Type Collision Term for Single Species Point Vortex Systems with Weak Mean Flow

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Non-resonant relaxation of anisotropic globular clusters

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Density wakes driving dynamical friction in cored potentials

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