A large class of biological models leads to initial boundary value problems for nonhomogeneous balance laws, possibly with nonlocal boundary conditions. Here, for these equations, a general well posedness result is proved, a full set of stability estimates is provided, and sample control problems are tackled.

Colombo, R., Garavello, M. (2021). Well posedness and control in renewal equations with nonlocal boundary conditions. MATHEMATICAL METHODS IN THE APPLIED SCIENCES, 44(14), 11537-11564 [10.1002/mma.7512].

Well posedness and control in renewal equations with nonlocal boundary conditions

Garavello M.
2021

Abstract

A large class of biological models leads to initial boundary value problems for nonhomogeneous balance laws, possibly with nonlocal boundary conditions. Here, for these equations, a general well posedness result is proved, a full set of stability estimates is provided, and sample control problems are tackled.
Articolo in rivista - Articolo scientifico
control of biological model; stability of general renewal equation; well posedness in IBVPs for balance laws;
English
8-giu-2021
2021
44
14
11537
11564
none
Colombo, R., Garavello, M. (2021). Well posedness and control in renewal equations with nonlocal boundary conditions. MATHEMATICAL METHODS IN THE APPLIED SCIENCES, 44(14), 11537-11564 [10.1002/mma.7512].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/331243
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