Quantum Limits to the Second Law of Thermodynamics
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New Challenges to the Second Law

Information theory

Maxwell Demon

Ratchets

First Conference

A. M. Jayannavar
A simple model for Maxwell`s demon type information engine.

Christoph Adami, Charles Ofria, Travis C. Collier
Evolution of Biological Complexity.
Proc. Nat. Acad. Sci (USA) 97 (2000) 4463

Gerardo Aquino, Paolo Grigolini, Nicola Scafetta
Sporadic randomness, Maxwell`s Demon and the Poincare` recurrence times

Gordon, L.G.M.
Brownian movement and microscopic irreversibility.
Found. Phys. 11 103-113 (1981).

Gordon, L.G.M.
Maxwell`s demon and detailed balancing.
Found. Phys. 13 989-997 (1983).

H.S.Leff and S.G.Rex
Maxwell`s Demon Entropy, Information, Computing
(Princeton, Princeton University Press, 1990)

Jens Eggers
Sand as Maxwell`s demon.

Ken Sekimoto, Fumiko Takagi, Tsuyoshi Hondou
The Carnot Cycle for Small Systems: Irreversibility and the Cost of Operations.

Liboff, R.L.
Maxwell`s demon and the second law of thermodynamics.
Found. Phys. Lett. 10 89-92 (1997).

Mark M. Millonas
Self-Consistent Microscopic Model of Fluctuation- Induced Transport.

Melkikh A.V.
QUANTUM DEMON LEARNING OF ORGANISMS AND THE PROBLEM OF THE BIOLOGICAL EVOLUTION RATE
AIP Conference Proceedings 643 `Quantum Limits to the Second Law`, D.P. Sheehan Eds., November 2002

N. Chernov, Joel L. Lebowitz
Stationary Nonequilibrium States in Boundary Driven Hamiltonian Systems: Shear Flow.
J. Stat. Phys. 86 (1997) 953-990

Siegfried Grossmann, Martin Holthaus
Maxwell`s Demon at work: Two types of Bose condensate fluctuations in power-law traps.
Optics Express 1, 262 (1997)

Zaslavsky, G.M.
From Hamiltonian chaos to Maxwell`s demon.
Chaos 5 653-661 (1995).

Zaslavsky, G.M. and Edelman, M.
Maxwell`s demon as a dynamical model.
Phys. Rev. E 56 5310-5320 (1997).

Preface
Chernogolovka, IMT RAS