Modeling and Inverse Problems in the Presence of Uncertainty collects recent research—
including the authors' own substantial projects—on uncertainty propagation and …

In December 2019, medical professionals hypothesized that clusters of a new respiratory
disease were developing in the Chinese city of Wuhan. On January 3rd, 2020, the World …

We analyze the optimal lockdown in an economic–epidemic model with realistic
infectiveness distribution. The model is described by Volterra integral equations and …

The paper focuses on modeling of public health measures to control the COVID‐19
pandemic. The authors suggest a flexible integral model with distributed lags, which …

In this paper we propose a macro-dynamic age-structured set-up for the analysis of
epidemics/economic dynamics in continuous time. The resulting optimal control problem is …

We study the optimal harvesting strategy for populations whose dynamics is described by
reaction-diffusion equations. The production function can be of logistic, Gilpin–Ayala or …

A two‐component reaction‐diffusion system to describe the spread of malaria is considered.
The model describes the dynamics of the infected mosquitoes and of the infected humans …

The paper analyzes optimal harvesting of age-structured populations described by the Lotka–
McKendrik model. It is shown that the optimal time-and age-dependent harvesting control …

We prove an asymptotic behavior result for an age-dependent population dynamics with
logistic term and periodic vital rates. We investigate next an optimal harvesting problem …

Here we investigate the regional control for some optimal harvesting problems related to
population dynamics; namely we consider the problem of maximizing the profit for spatially …