Random and deterministic fragmentation models are considered. Their relationship is studied by deriving different forms of the kinetic fragmentation equation from the corresponding stochastic models. Results related to the problem of non-conservation of mass (phase transition into dust) are discussed. Illustrative examples are given and some open problems are mentioned
The subject of this paper is a fragmentation equation with non-conservative solutions, some mass bei...
Exact and asymptotic solutions to a linear rate equation for fragmentation with mass loss are prese...
We review some recent results on fragmentation theory. We discuss the statistics of various geometri...
Random and deterministic fragmentation models are considered. Their relationship is studied by deriv...
AbstractThis text surveys different probabilistic aspects of a model which is used to describe the e...
We consider a linear rate equation, depending on three parameters, that model fragmentation. For ea...
AbstractWe consider a linear rate equation, depending on three parameters, that model fragmentation....
In this survey article, we present various probabilistic representations of the fragmentation equati...
Fragmentation processes serve as stochastic models for a mass that falls apart randomly as time pass...
The stochastic model for the description of the so-called fragmentation process in frameworks of Kol...
We investigate the loss of mass to dust for a class of fragmentation processes. We characterize, in ...
We consider two models (A and B) which can describe both two dimensional fragmentation and stochasti...
It is rather difficult to understand theoretically and to analyse the experimental data concerning t...
We introduce three models of fragmentation in which the largest fragment in the system can be broken...
Accepté pour publicationInternational audienceWe give a stochastic model for the fragmentation phase...
The subject of this paper is a fragmentation equation with non-conservative solutions, some mass bei...
Exact and asymptotic solutions to a linear rate equation for fragmentation with mass loss are prese...
We review some recent results on fragmentation theory. We discuss the statistics of various geometri...
Random and deterministic fragmentation models are considered. Their relationship is studied by deriv...
AbstractThis text surveys different probabilistic aspects of a model which is used to describe the e...
We consider a linear rate equation, depending on three parameters, that model fragmentation. For ea...
AbstractWe consider a linear rate equation, depending on three parameters, that model fragmentation....
In this survey article, we present various probabilistic representations of the fragmentation equati...
Fragmentation processes serve as stochastic models for a mass that falls apart randomly as time pass...
The stochastic model for the description of the so-called fragmentation process in frameworks of Kol...
We investigate the loss of mass to dust for a class of fragmentation processes. We characterize, in ...
We consider two models (A and B) which can describe both two dimensional fragmentation and stochasti...
It is rather difficult to understand theoretically and to analyse the experimental data concerning t...
We introduce three models of fragmentation in which the largest fragment in the system can be broken...
Accepté pour publicationInternational audienceWe give a stochastic model for the fragmentation phase...
The subject of this paper is a fragmentation equation with non-conservative solutions, some mass bei...
Exact and asymptotic solutions to a linear rate equation for fragmentation with mass loss are prese...
We review some recent results on fragmentation theory. We discuss the statistics of various geometri...