Foreword |
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Introduction |
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1 | (6) |
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Boltzmann and the end of the mechanistic worldview |
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7 | (20) |
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What if Boltzmann had known about quantum mechanics |
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27 | (12) |
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Entropy, nonequilibrium, chaos and infinitesimals |
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39 | (24) |
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From time-symmetric microscopic dynamics to time-asymmetric macroscopic behavior: an overview |
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63 | (26) |
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What physical quantities make sense in nonequilibrium statistical mechanics? |
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89 | (10) |
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Boltzmann, ergodic theory, and chaos |
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99 | (8) |
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134 years of Boltzmann equation |
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107 | (22) |
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H-theorem and beyond: Boltzmann's entropy in today's mathematics |
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129 | (16) |
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On the Boltzmann equation for weakly nonlinear wave equations |
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145 | (16) |
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Entropy, probability and dynamics |
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161 | (10) |
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Realizing Boltzmann's dream: computer simulations in modern statistical mechanics |
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171 | (32) |
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Statistical properties of the cluster dynamics of the systems of statistical mechanics |
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203 | (14) |
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Boltzmann and evolution: some basic questions of biology seen with atomistic glasses |
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217 | (26) |
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Ludwig Boltzmann -- the restless prophet |
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243 | (18) |
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Chronology |
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261 | (4) |
List of contributors |
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265 | (2) |
Name Index |
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267 | (4) |
Subject Index |
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271 | |