Advances in Soviet mathematics. Series 2, volume 171

Material type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Publication details: Providence, R.I. : American Mathematical Society, c1990-Description: 1 online resource (v. : ill.)ISBN: 9781470433826 (online)Subject(s): MathematicsMathematicsMathematicsOnline resources: Click here to access online
Contents:
Hierarchical coding and normal sequences;On the number of flattening points on space curves;Invariant tori and symplectic topology;On Morse-Smale endomorphisms;Continued fractions and geometric optics;On statistical properties of chaotic dynamical systems;Lyapunov exponents of the Schr�odinger equation with certain classes of ergodic potentials;Geometric interpretation of entropy for random processes;A two-dimensional version of the folklore theorem;Thermodynamic formalism for random transformations and statistical mechanics;Bounded orbits of nonquasiunipotent flows on homogeneous spaces;On solutions of infinite-dimensional systems of ordinary differential equations originating in statistical mechanics;Ground states of a boson quantum lattice model;Fast "turbulent" dynamo for smooth maps on the two-torus;Mechanical background of Brownian motion
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Hierarchical coding and normal sequences;On the number of flattening points on space curves;Invariant tori and symplectic topology;On Morse-Smale endomorphisms;Continued fractions and geometric optics;On statistical properties of chaotic dynamical systems;Lyapunov exponents of the Schr�odinger equation with certain classes of ergodic potentials;Geometric interpretation of entropy for random processes;A two-dimensional version of the folklore theorem;Thermodynamic formalism for random transformations and statistical mechanics;Bounded orbits of nonquasiunipotent flows on homogeneous spaces;On solutions of infinite-dimensional systems of ordinary differential equations originating in statistical mechanics;Ground states of a boson quantum lattice model;Fast "turbulent" dynamo for smooth maps on the two-torus;Mechanical background of Brownian motion