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Theory of Newtonian self-gravitating stationary spherically symmetric systems

Mathematics – Dynamical Systems
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There are no C^1-stable intersections of regular Cantor sets

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There are no non-zero Stable Fixed Points for dense networks in the homogeneous Kuramoto model

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There are no stable points for continuum-wise expansive homeomorphisms

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There are no structurally stable diffeomorphisms of odd-dimensional manifolds with codimension one non-orientable expanding attractors

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There exists a topologically mixing IET

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There is no minimal action of Z^2 on the plane

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There is only one KAM curve

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Thermodynamic equilibrium under long-range forces. II. Gravity and other models

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Thermodynamic formalism for contracting Lorenz flows

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Thermodynamic formalism for the positive geodesic flow on the modular surface

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Thermodynamical Formalism and Multifractal Analysis for Meromorphic Functions of finite order

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Thermodynamical Formalism Associated with Inducing Schemes for One-dimensional Maps

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Thermodynamics for geodesic flows of rank 1 surfaces

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Third order integrability conditions for homogeneous potentials of degree -1

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Three classes of Ermakov systems and nonlocal symmetries

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Three remarks on one dimensional bi-Lipschitz conjugacies

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Three Zutot

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Three-Period Orbits in Billiards on the Surfaces of Constant Curvature

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Three-wave interaction in two-component quadratic nonlinear lattices

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