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The Landauer principle asserts that the energy cost of erasure of one bit of information by the action of a thermal reservoir in equilibrium at temperature T is never less than $kTlog 2$.
Irreversibility and heat generation in the computing process
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The statistical operator for nonequilibrium systems. Sov. Phys. Dokl. 6
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Haag, R., Hugenholtz, N.M., Winnink, M.: · 1967
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Robinson, D.W.: · 1973
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Nonequilibrium Statistical Thermodynamics
Zubarev, D.N.: · 1974
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Relative entropy of states of von Neumann algebras
Araki, H.: · 1975
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An algebraic condition for the approach to equilibrium of an open N-level system
Spohn, H.: · 1977
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Homogeneity of the state space of factors of type III 1 {\rm III}_{1}
Connes, A., and Størmer, E.: · 1978
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Open quantum systems with time-dependent Hamiltonians and their linear response
Davies, E.B., and Spohn, H.: · 1978
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Irreversible thermodynamics for quantum systems weakly coupled to thermal reservoirs
Lebowitz, J.L., and Spohn, H.: · 1978
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Passive states and KMS states for general quantum systems
Pusz W., and Woronowicz, S.L.: · 1978
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Pusz, W., and Woronowicz, S.L.: · 1978
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Interpolation theory and the Wigner-Yanase-Dyson-Lieb concavity
Kosaki, H.: · 1982
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Adiabatic theorem in quantum statistical mechanics
Narnhofer, H., and Thirring, W.: · 1982
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Unitary equivalence of temperature dynamics for ideal and locally perturbed Fermi-gas
Botvich, D.D., and Malyshev, V.A.: · 1983
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Fundamentals of the Theory of Operator Algebras. Volume I. Elementary Theory
Kadison, R.V., and Ringrose, J.R.: · 1983
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Aizenstadt, V.V., and Malyshev, V.A.: · 1987
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Operator Algebras and Quantum Statistical Mechanics I
Bratteli, O., and Robinson, D.W.: · 1987
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Ojima, I., Hasegawa, H., and Ichiyanagi, M.: · 1988
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Entropy production and non-equilibrium stationarity in quantum dynamical systems
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Thermodynamics of quantum information systems–Hamiltonian description
Alicki, R., Horodecki, M., Horodecki, P., and Horodecki, R.: · 2004
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Another return of “return to equilibrium”
Fröhlich, J., and Merkli, M.: · 2004
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Quantum Entropy and Its Use
Ohya, M., and Petz, D.: · 2004
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Adiabatic theorems and reversible isothermal processes
Abou Salem, W.K., and Fröhlich, J.: · 2005
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Topics in non-equilibrium quantum statistical mechanics
Aschbacher, W., Jakšić, V., Pautrat, Y., and Pillet, C.-A.: · 2006
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Dereziński, J., and Früboes, R.: · 2006
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On a model for quantum friction III. Ergodic properties of the spin–boson system
Jakšić, V., and Pillet, C.-A.: · 1996
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Operator Algebras and Quantum Statistical Mechanics II
Bratteli, O., and Robinson, D.W.: · 1997
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Spectral theory of thermal relaxation
Jakšić, V., and Pillet, C.-A.: · 1997
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Adiabatic theorem without a gap condition
Avron, J., and Elgart, A.: · 1999
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Return to equilibrium
Bach, V., Fröhlich, J., and Sigal, I.M.: · 2000
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Natural nonequilibrium states in quantum statistical mechanics
Ruelle, D.: · 2000
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The Green-Kubo formula for the spin-fermion system
Jakšić, V., Ogata, Y., and Pillet, C.-A.: · 2006
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Quantum dynamical systems
Pillet, C.-A.: · 2006
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Transport properties of quasi-free Fermions
Aschbacher, W., Jakšić, V., Pautrat, Y., and Pillet, C.-A.: · 2007
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On the quasi-static evolution of nonequilibrium steady states
Abou Salem, W.K.: · 2007
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Cyclic thermodynamic processes and entropy production
Abou Salem, W.K., and Fröhlich, J.: · 2007
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Status of the fundamental laws of thermodynamics
Abou Salem, W.K., and Fröhlich, J.: · 2007
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Adiabatic theorems for quantum resonances
Abou Salem, W.K., and Fröhlich, J.: · 2007
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The Green-Kubo formula for locally interacting fermionic open systems
Jakšić, V., Ogata, Y., and Pillet, C.-A: · 2007
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Instability of equilibrium states for coupled heat reservoirs at different temperatures
Merkli, M., Mück, M., and Sigal, I.M.: · 2007
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Theory of non-equilibrium stationary states as a theory of resonances
Merkli, M., Mück, M., and Sigal, I.M.: · 2007
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Large deviation generating function for currents in the Pauli-Fierz model
de Roeck, W.: · 2009
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Information processing and thermodynamic entropy
Maroney, O.: · 2009
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Return to equilibrium for weakly coupled quantum systems: A simple polymer expansion
de Roeck, W., and Kupianien, A.: · 2011
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Experimental verification of Landauer’s principle linking information and thermodynamics
Bérut, A., Arakelyan, A., Petrosyan, A., Ciliberto, S., Dillenscheider, R., and Lutz, E.: · 2012
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Entropic fluctuations in quantum statistical mechanics – an introduction
Jakšić, V., Ogata, Y., Pautrat, Y., and Pillet, C.-A.: · 2012
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Quantum hypothesis testing and non-equilibrium statistical mechanics
Jaksic, V., Ogata, Y., Pillet, C.-A., and Seiringer, R.: · 2012
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(Im–)Proving Landauer’s Principle
Reeb, D., and Wolf M.M.: · 2013
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Hanson, E.: Summer research project, McGill University (2014)
2014
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Entropic fluctuations of quantum dynamical semigroups
Jakšić, V., Pillet, C.-A, and Westrich, M.: · 2014
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Raquépas, R.: Summer research project, McGill University (2014)
2014
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