Data di Pubblicazione:
2012
Abstract:
A well-posedness theory of measure valued solutions to balance
laws is presented. Nonlinear semigroups are constructed by means
of the operator splitting algorithm. This approach allows to separate
the differential terms from the integral ones, leading to a significant
simplification of the proofs. Continuous dependence with respect
to parameters is also shown. The whole framework allows a unified
approach to a variety of structured population models, providing to
each of them the basic well posedness and stability results.
This work was partially supported by GNAMPA.INdAM funds.
laws is presented. Nonlinear semigroups are constructed by means
of the operator splitting algorithm. This approach allows to separate
the differential terms from the integral ones, leading to a significant
simplification of the proofs. Continuous dependence with respect
to parameters is also shown. The whole framework allows a unified
approach to a variety of structured population models, providing to
each of them the basic well posedness and stability results.
This work was partially supported by GNAMPA.INdAM funds.
Tipologia CRIS:
1.1 Articolo in rivista
Elenco autori:
J. A., Carrillo; Colombo, Rinaldo Mario; P., Gwiazda; A., Ulikowska
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