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Displaying similar documents to “On rational and periodic solutions of stationary KdV equations.”
Functions having stationary constant sets
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We study the existence of regular periodic solutions to some dynamical systems whose potential energy is negative, has only a singular point and goes to zero at iniìnity. We give sufficient conditions to the existence of periodic solutions of assigned period which do not meet the singularity.
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Dynamical systems with Newtonian type potentials
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We study the existence of regular periodic solutions to some dynamical systems whose potential energy is negative, has only a singular point and goes to zero at iniìnity. We give sufficient conditions to the existence of periodic solutions of assigned period which do not meet the singularity.
A note on occupation times of stationary processes.
Kozlova, Marina, Salminen, Paavo (2005)
Electronic Communications in Probability [electronic only]
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On the non-equivalence of two criteria of comparability of stationary point processes
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Applicationes Mathematicae
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Rational periodic points for degree two polynomial morphisms on projective space
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Stationary reflection in extender models
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Working in L[E], we examine which large cardinal properties of κ imply that all stationary subsets of cof(<κ) ∩ κ⁺ reflect.
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A topological characterization of stationary sets
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Colloquium Mathematicae
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