DOIAbstract
AbstractSome matrix inequalities used in statistical mechanics are presented. A straightforward proof of the Thermodynamic Inequality is given and its equivalence to the Peierls–Bogoliubov inequality is shown
AbstractSome matrix inequalities used in statistical mechanics are presented. A straightforward proof of the Thermodynamic Inequality is given and its equivalence to the Peierls–Bogoliubov inequality is shown
This monograph offers an invitation to the field of matrix concentration inequalities. It begins wit...
AbstractThis paper explores the p-adic analogues of the matrix valued triangle inequality and the ma...
The spectrum of two interesting stochastic matrices appearing in an engineering paper is completely ...
A report on the matrix inequalities in statistical mechanics was presented. A proof of thermodynamic...
Abstract: Some matrix inequalities used in statistical mechanics are presented. A straightforward pr...
AbstractIn this short paper, we establish a variational expression of the Tsallis relative entropy. ...
AbstractSome matrix inequalities used in statistical mechanics are presented. A straightforward proo...
AbstractSome logarithmic trace inequalities involving the notions of relative entropy are reobtained...
Matrix algebra is extensively used in the study of linear models and multivariate analysis (see for ...
AbstractMatrix algebra is extensively used in the study of linear models and multivariate analysis (...
International audienceWe study the classical Hermite-Hadamard inequality in the matrix setting. This...
Some logarithmic trace inequalities involving the notions of relative entropy are reobtained from a ...
AbstractIn Statistics, generalized means of positive random variables are often considered. As is we...
This work presents a comparison of Quantum and Statistical Mechanics at Planck scale. The statistica...
Previously a 2x2 matrix equation, linear in energy, was obtained from Einstein’s energy momentum equ...
This monograph offers an invitation to the field of matrix concentration inequalities. It begins wit...
AbstractThis paper explores the p-adic analogues of the matrix valued triangle inequality and the ma...
The spectrum of two interesting stochastic matrices appearing in an engineering paper is completely ...
A report on the matrix inequalities in statistical mechanics was presented. A proof of thermodynamic...
Abstract: Some matrix inequalities used in statistical mechanics are presented. A straightforward pr...
AbstractIn this short paper, we establish a variational expression of the Tsallis relative entropy. ...
AbstractSome matrix inequalities used in statistical mechanics are presented. A straightforward proo...
AbstractSome logarithmic trace inequalities involving the notions of relative entropy are reobtained...
Matrix algebra is extensively used in the study of linear models and multivariate analysis (see for ...
AbstractMatrix algebra is extensively used in the study of linear models and multivariate analysis (...
International audienceWe study the classical Hermite-Hadamard inequality in the matrix setting. This...
Some logarithmic trace inequalities involving the notions of relative entropy are reobtained from a ...
AbstractIn Statistics, generalized means of positive random variables are often considered. As is we...
This work presents a comparison of Quantum and Statistical Mechanics at Planck scale. The statistica...
Previously a 2x2 matrix equation, linear in energy, was obtained from Einstein’s energy momentum equ...
This monograph offers an invitation to the field of matrix concentration inequalities. It begins wit...
AbstractThis paper explores the p-adic analogues of the matrix valued triangle inequality and the ma...
The spectrum of two interesting stochastic matrices appearing in an engineering paper is completely ...
Add to ORKG