747-758In real life situations, open systems in non-equilibrium are sometimes in steady state and sometimes in non-steady states. Steady state is obtained when forces and counter forces interact. However, when multiple forces are operative involving autocatalysis (positive feedback) and inhibitory step (negative feedback), exotic non-equilibrium phenomena are observed. Extensive theoretical studies based on non-equilibrium thermodynamics and non-linear dynamics and experimental studies related to simple and complex non-equilibrium physico-chemical systems, which have possible application in real systems in nature, has been reported. Present paper intends to: i) Elucidate concepts related to causality principle developed on the basis o...
We present a review of the chaotic hypothesis and discuss its applications to intermittency in stati...
As in the previous period, our work has been concerned with the study of the properties of nonequili...
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...
This book is devoted to the study of evolution of nonequilibrium systems. Such a system usually cons...
453-467This communication presents modeling of chaos in the context of mechanism and predictability...
The departure from equilibrium as the source of complex behaviour establishes a natural link between...
The consequences of the Causality Principle for the constitutive equations of nonequilibrium thermo...
We consider the general response theory recently proposed by Ruelle for describing the impact of sma...
Systems driven out of equilibrium display a rich variety of patterns and surprising response behavio...
In this paper we tackle the traditional problem of relating the fluctuations of a system to its resp...
This text gives a detailed account of various techniques that are used in the study of dynamics of c...
One of the most unexpected results in science in recent years is that quite ordinary systems obeying...
The steady state and dynamic behavior of two-phase systems in physical equilibrium is investigated. ...
This book deals with the formulation of the thermodynamics of chemical and other systems far from eq...
It is well known that a dissipative structure can only possibly turn out when the nonlinear system i...
We present a review of the chaotic hypothesis and discuss its applications to intermittency in stati...
As in the previous period, our work has been concerned with the study of the properties of nonequili...
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...
This book is devoted to the study of evolution of nonequilibrium systems. Such a system usually cons...
453-467This communication presents modeling of chaos in the context of mechanism and predictability...
The departure from equilibrium as the source of complex behaviour establishes a natural link between...
The consequences of the Causality Principle for the constitutive equations of nonequilibrium thermo...
We consider the general response theory recently proposed by Ruelle for describing the impact of sma...
Systems driven out of equilibrium display a rich variety of patterns and surprising response behavio...
In this paper we tackle the traditional problem of relating the fluctuations of a system to its resp...
This text gives a detailed account of various techniques that are used in the study of dynamics of c...
One of the most unexpected results in science in recent years is that quite ordinary systems obeying...
The steady state and dynamic behavior of two-phase systems in physical equilibrium is investigated. ...
This book deals with the formulation of the thermodynamics of chemical and other systems far from eq...
It is well known that a dissipative structure can only possibly turn out when the nonlinear system i...
We present a review of the chaotic hypothesis and discuss its applications to intermittency in stati...
As in the previous period, our work has been concerned with the study of the properties of nonequili...
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...