02269cam a2200313 a 4500991002844129707536070918s2000 enka 001 0 eng d3540676201b13588539-39ule_instDip.to Fisicaeng514.742153.1.3LC QC20.7.H35Hard ball systems and the Lorentz gas /L.A. Bunimovich... [et al.] ; edited by D. SzászBerlin ;London :Springer,c2000viii, 458 p. :ill. (some col.) ;25 cmEncyclopaedia of mathematical sciences,0938-0396 ;v. 101.Mathematical physics II.Includes bibliographical references and indexGeometric approach to semi-dispersing billiards /D. Burago, S. Ferleger and A. Kononenko --On the sequences of collisions among hard spheres in infinite space /T.J. Murphy and E.G.D. Cohen --Hard ball systems and semi-dispersive billiards /N. Simányi --Decay of correlations for Lorentz gases and hard balls /N. Chernov and L.-S. Young --Entropy values and entropy bounds /N. Chernov --Existence of transport coefficients /L.A. Bunimovich --Interacting particles /C. Liverani --Scaling dynamics of a massive piston in an ideal gas /J.L. Lebowitz, J. Piasecki, and Ya. Sinai --Kinetic theory estimates for the Kolmogorov-Sinai entropy, and the largest Lyapunov exponents for dilute, hard balls gases and for dilute, random Lorentz gases /R. van Zon, H. van Beijeren and J.R. Dorfman --Simulation of billiards and of hard body fluids /H.A. Posch and R. Hirschl --Lorentz gas /C.P. Dettmann --Entropy balance, multibaker maps, and the dynamics of the Lorentz gas /T. Tél and J. Vollmer --Boltzmann's ergodic hypothesis, a conjecture for centuries? /D. SzászDynamics.Hamiltonian systemsSzász, D.Bunimovich, L. A..b1358853902-04-1418-09-07991002844129707536LE006 53.1.3 SZA12006000160964le006pE114.35-l- 00000.i1455578518-09-07Hard ball systems and the Lorentz gas1220434UNISALENTOle00618-09-07ma -engenk00