Add to ORKGThis paper proposes an isomorphism between the number of accessible states of the system including statistical fluctuation and the optimised size of a computer program set-up by combining the Huffman and R.L.E algebrae. At first, a relation between the variation of the free energy in the system and the variation of the programme size used to describe the system was stated. A fluctuation to the equilibrium decreases the size of the programme in relation to the decrease in entropy and the decay of the free energy of the system
International audienceWe study driven finite quantum systems in contact with a thermal reservoir in ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...
Dans cette note, nous analysons l’entropie de mélange d’un système physique à l’équilibre par la thé...
Rényi entropy was originally introduced in the field of information theory as a parametric relaxatio...
This book is the first one that provides a solid bridge between algorithmic information theory and s...
peer reviewedRényi entropy was originally introduced in the field of information theory as a paramet...
A definition of entropy via the Kolmogorov algorithmic complexity is discussed. As examples, we show...
Algorithmic information theory in conjunction with Landauer’s principle can quantify the cost ...
Algorithmic entropy can be viewed as a special case of the entropy studied in statistical mechanics....
Abstract. We develop a statistical mechanical interpretation of algo-rithmic information theory by i...
AbstractReplication can be envisaged as a computational process that is able to generate and maintai...
Beyond its identification with the second law of thermodynamics, entropy is a formidable tool for de...
This paper proposes a new simulation method of thermal transfers based on the concepts of Brownian m...
A rate equation for a discrete probability distribution is discussed as a route to describe smooth...
International audienceWe study driven finite quantum systems in contact with a thermal reservoir in ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...
Dans cette note, nous analysons l’entropie de mélange d’un système physique à l’équilibre par la thé...
Rényi entropy was originally introduced in the field of information theory as a parametric relaxatio...
This book is the first one that provides a solid bridge between algorithmic information theory and s...
peer reviewedRényi entropy was originally introduced in the field of information theory as a paramet...
A definition of entropy via the Kolmogorov algorithmic complexity is discussed. As examples, we show...
Algorithmic information theory in conjunction with Landauer’s principle can quantify the cost ...
Algorithmic entropy can be viewed as a special case of the entropy studied in statistical mechanics....
Abstract. We develop a statistical mechanical interpretation of algo-rithmic information theory by i...
AbstractReplication can be envisaged as a computational process that is able to generate and maintai...
Beyond its identification with the second law of thermodynamics, entropy is a formidable tool for de...
This paper proposes a new simulation method of thermal transfers based on the concepts of Brownian m...
A rate equation for a discrete probability distribution is discussed as a route to describe smooth...
International audienceWe study driven finite quantum systems in contact with a thermal reservoir in ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...
Landauer's principle says that, in principle, a computation can be performed without consumption of ...