Schrr odinger processes are deened as mixtures of Brownian bridges which preserve the Markov property. In nite dimensions, they can be characterized as h-transforms in the sense of Doob for some space-time harmonic function h of Brownian motion, and also as solutions to a large deviation problem introduced by Schrr odinger which involves minimization of relative entropy with given marginals. As...

This paper proposes a novel method for assessing the predictability of energy market time series, by predicting the entropy of the series. According to conventional entropy-based analysis (where the entropy is always ex-post estimated), high entropy values characterize unpredictable series, while more stable series exhibits lesser entropy values. Here, we predict ex-ante the entropy regarding t...

Combining modern thermodynamics theory branches, including finite time thermodynamics or entropy generation minimization, constructal theory and entransy theory, with metallurgical process engineering, this paper provides a new exploration on generalized thermodynamic optimization theory for iron and steel production processes. The theoretical core is to thermodynamically optimize performances ...

چکیده در این پژوهش با استفاده از داده‎های حاصل از 107 نفر از اعضای تعاونی‎های تولید کشاورزی، درجه اهمیت تنگناهای پیش‎روی تعاونی‎های تولیدی با بهره‎گیری از معیار آنتروپی بررسی گردید. نتایج نشان می‎دهد که نبود برنامه‎ریزی جامع بلندمدت از سوی مدیران و اعضای تعاونی‎ها در زمینه اقدامات بازاریابی در زمان تولید محصولات و پس از تولید با وزن (1/0)، وجود عوامل واسطه‎ای و دلالان در هنگام فروش محصول از سوی...

Renyi’s entropy can be used as a cost function for blind source separation (BSS). Previous works have emphasized the advantage of setting Renyi’s exponent to a value different from one in the context of BSS. In this paper, we focus on zero-order Renyi’s entropy minimization for the blind extraction of bounded sources (BEBS). We point out the advantage of choosing the extended zero-order Renyi’s...