AbstractA linear integro-differential equation modelling multiple fragmentation with inherent mass loss is investigated by means of substochastic semigroup theory. The existence of a semigroup is established and, under natural conditions on certain coefficients, the generator of this semigroup is identified. This yields, in particular, a validation of the formal mass-loss rate equation for the model
We examine an infinite system of ordinary differential equations that models a discrete fragmentatio...
We consider a linear integro-di®erential equation that models multiple fragmentation with inherent m...
We investigate an infinite, linear system of ordinary differential equations that models the evoluti...
AbstractA linear integro-differential equation modelling multiple fragmentation with inherent mass l...
A linear integro-differential equation modelling multiple fragmentation with inherent mass loss is i...
AbstractIn the paper we shall present a survey of recent results on substochastic semigroups and pro...
A nonlinear integro-differential equation that models a coagulation and multiple fragmentation proce...
AbstractA nonlinear integro-differential equation that models a coagulation and multiple fragmentati...
A nonlinear integro-differential equation that models a coagulation and multiple fragmentation proce...
In the paper we shall present a survey of recent results on substochastic semigroups and provide new...
The process of fragmentation arises in many physical situations, including polymer degradation, drop...
The work contained in this thesis concerns the development, and the mathematical and numerical analy...
Motivated by the occurrence of “shattering” mass-loss observed in purely continuous fragmentation mo...
A non-linear integro-differential equation modelling coagulation and fragmentation is investigated u...
The paper was presented at the BIOMATH 2017 Conference, Skukuza, 25–30.06.2017.Fragmentation‐coagula...
We examine an infinite system of ordinary differential equations that models a discrete fragmentatio...
We consider a linear integro-di®erential equation that models multiple fragmentation with inherent m...
We investigate an infinite, linear system of ordinary differential equations that models the evoluti...
AbstractA linear integro-differential equation modelling multiple fragmentation with inherent mass l...
A linear integro-differential equation modelling multiple fragmentation with inherent mass loss is i...
AbstractIn the paper we shall present a survey of recent results on substochastic semigroups and pro...
A nonlinear integro-differential equation that models a coagulation and multiple fragmentation proce...
AbstractA nonlinear integro-differential equation that models a coagulation and multiple fragmentati...
A nonlinear integro-differential equation that models a coagulation and multiple fragmentation proce...
In the paper we shall present a survey of recent results on substochastic semigroups and provide new...
The process of fragmentation arises in many physical situations, including polymer degradation, drop...
The work contained in this thesis concerns the development, and the mathematical and numerical analy...
Motivated by the occurrence of “shattering” mass-loss observed in purely continuous fragmentation mo...
A non-linear integro-differential equation modelling coagulation and fragmentation is investigated u...
The paper was presented at the BIOMATH 2017 Conference, Skukuza, 25–30.06.2017.Fragmentation‐coagula...
We examine an infinite system of ordinary differential equations that models a discrete fragmentatio...
We consider a linear integro-di®erential equation that models multiple fragmentation with inherent m...
We investigate an infinite, linear system of ordinary differential equations that models the evoluti...