"Information is Physical: Mesoscopic Fluctuation, Information, and Nonequilibrium "
November 21(Fri)-22(Sat), 2014
POSCO International Center (PIC), POSTECH
Pekola, Jukka (Aalto University, Finland)
Non-equilibrium, fluctuations and information in mesoscopic electric circuits (Lecture Note1, Lecture Note2)
Introduction to thermal and statistical properties of mesoscopic circuits
Application of stochastic thermodynamics to mesoscopic circuits, including information and feedback (theory and experiments)
Quantum thermodynamics in superconducting circuits
Ueda, Masahito (University of Tokyo, Japan)
Introduction to Information Thermodynamics (Lecture Note1, Lecture Note2)
A brief review of nonequilibrium statistical mechanics
A brief review of information theory and measurement theory
Nonequilibrium equalities and inequalities under feedback control
Dahlsten, Oscar (Oxford University, UK)
Single-shot statistical mechanics and its relation to fluctuation theorems (Lecture Note)
Single-shot information theory
Single-shot statistical mechanics
Relation to fluctuation theorems
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November 21(Fri)-22(Sat), 2014
POSCO International Center (PIC), POSTECH
Pekola, Jukka (Aalto University, Finland)
Non-equilibrium, fluctuations and information in mesoscopic electric circuits (Lecture Note1, Lecture Note2)
Introduction to thermal and statistical properties of mesoscopic circuits
Application of stochastic thermodynamics to mesoscopic circuits, including information and feedback (theory and experiments)
Quantum thermodynamics in superconducting circuits
Ueda, Masahito (University of Tokyo, Japan)
Introduction to Information Thermodynamics (Lecture Note1, Lecture Note2)
A brief review of nonequilibrium statistical mechanics
A brief review of information theory and measurement theory
Nonequilibrium equalities and inequalities under feedback control
Dahlsten, Oscar (Oxford University, UK)
Single-shot statistical mechanics and its relation to fluctuation theorems (Lecture Note)
Single-shot information theory
Single-shot statistical mechanics
Relation to fluctuation theorems
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