It is well-known that the classical SIR model is unable to make accurate predictions on the
course of illnesses such as COVID-19. In this paper, we show that the official data released …

Karl Peter Hadeler Page 1 Lecture Notes on Mathematical Modelling in the Life Sciences Karl
Peter Hadeler Topics in Mathematical Biology Page 2 Lecture Notes on Mathematical Modelling …

We provide a non-autonomous mathematical model to describe some of the most relevant
parameters associated to the COVID-19 pandemic, such as daily and cumulative deaths …

Enclosure theorems are derived for homogeneous bounded order-preserving operators and
illustrated for operators involving pair-formation functions introduced by Karl-Peter Hadeler …

In SIS epidemic models with host population dynamics, two classes of incidence functions
are identified for their potential to be linked to host extinction. Mildly upper density …

In simple SI epidemic and endemic models, three classes of incidence functions are
identified for their potential to be associated with host extinction: weakly upper density …

The aim of this paper is to study the controllability of infections represented by SIR endemic
models with interventions based on vaccination and the impact of disease-induced …

Emergency public event arises everyday on social network. The information propagation of
emergency public event (favorable and harmful) is researched. The dynamics of a …

It is a fundamental question in mathematical epidemiology whether deadly infectious
diseases only lead to a mere decline of their host populations or whether they can cause …

This paper aims to study the impact of using an educational strategy on reducing the efforts
needed to control respiratory transmitted infections represented by SIR models, taking into …