For a certain class of multi-type branching processes in a continuous-time periodic
environment, we show that the extinction probability is equal to (resp. less than) 1 if the basic …

The Environmental burden of disease (EBD) quantitatively evaluates the health impacts of
pathogens by using the disability-adjusted life year (DALY) method. The life loss due to …

Estimating and quantifying uncertainty in unknown system parameters from limited data
remains a challenging inverse problem in a variety of real-world applications. While many …

Pour une certaine classe de processus de branchement en temps continu à plusieurs types
dans un environnement périodique, on montre que la probabilité d'extinction est égale à 1 si …

The logistic equation on population growth was proposed by Verhulst (Corresp Math Phys
10: 113-126, 1838)[22], with the aim to provide a possible correction to the unrealistic …

Abstract Machine learning techniques have gained popularity in solving complex problems
in areas such as biology, mathematics, computer science, and many other applications. This …

Per i processi di ramificazione con diversi tipi in un ambiente periodico, mostriamo che la
probabilità di estinzione è uguale a 1 se e solo se la riproducibilità è inferiore o uguale a 1 …