Add to ORKGThe Clausian introduction of entropy is based on an unnecessary restriction, namely that diminishing circle integral leads to a unique state variable. Eliminating that restriction a family of entropy-like function is introduced. After we have chosen one, called extropy, which has better properties as the well known entropy
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
Entropy is presented as a concave function relating two sets of quantities called densities and fiel...
The Clausian introduction of entropy is based on an unnecessary restriction, namely that diminishing...
This article provides a completion to theories of information based on entropy, resolving a longstan...
This paper introduces and develops a new formulation of the Second Law for open systems by a new con...
The extropy is a measure of information introduced as dual to entropy. It is a shift-independent inf...
One of the most fundamental laws of Nature is formulated by the Second Law of Thermodynamics. At pre...
WOS: 000319493600001Based on the property of extensivity (mathematically, homogeneity of first degre...
We revisit the concavity property of the thermodynamic entropy in order to formulate a general proof...
The functional properties of the entropy gives rise to 6 possible types of thermodynamics. Additivit...
The functional properties of the entropy gives rise to 6 possible types of thermodynamics. Additivit...
The refinement axiom for entropy has been provocative in providing foundations of information theory...
In this document we are interested in entropy. Entropy is multiple, the idea is to describe the defi...
Entropy is known to be one of the most difficult physical quantities. The difficulties arise from th...
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
Entropy is presented as a concave function relating two sets of quantities called densities and fiel...
The Clausian introduction of entropy is based on an unnecessary restriction, namely that diminishing...
This article provides a completion to theories of information based on entropy, resolving a longstan...
This paper introduces and develops a new formulation of the Second Law for open systems by a new con...
The extropy is a measure of information introduced as dual to entropy. It is a shift-independent inf...
One of the most fundamental laws of Nature is formulated by the Second Law of Thermodynamics. At pre...
WOS: 000319493600001Based on the property of extensivity (mathematically, homogeneity of first degre...
We revisit the concavity property of the thermodynamic entropy in order to formulate a general proof...
The functional properties of the entropy gives rise to 6 possible types of thermodynamics. Additivit...
The functional properties of the entropy gives rise to 6 possible types of thermodynamics. Additivit...
The refinement axiom for entropy has been provocative in providing foundations of information theory...
In this document we are interested in entropy. Entropy is multiple, the idea is to describe the defi...
Entropy is known to be one of the most difficult physical quantities. The difficulties arise from th...
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
The entropy of Boltzmann-Gibbs, as proved by Shannon and Khinchin, is based on four axioms, where th...
Entropy is presented as a concave function relating two sets of quantities called densities and fiel...