We consider a mathematical model describing the maturation process of stem cells up to
fully mature cells. The model is formulated as a differential equation with state-dependent …

We consider a nonlinear age-structured model, inspired by hematopoiesis modelling,
describing the dynamics of a cell population divided into mature and immature cells …

We develop a structured population model for the maturation process of stem cells in the
form of a state-dependent delay differential equation. Moreover, results on existence …

A nonlinear system of two delay differential equations is proposed to model hematopoietic
stem cell dynamics. Each equation describes the evolution of a sub-population, either …

This paper is devoted to the study of the stability of limit cycles of a nonlinear delay
differential equation with a distributed delay. The equation arises from a model of population …

We propose and analyze a mathematical model of hematopoietic stem cell dynamics. This
model takes into account a finite number of stages in blood production, characterized by cell …

Under the action of growth factors, proliferating and nonproliferating hematopoietic stem
cells differentiate and divide, so as to produce blood cells. Growth factors act at different …

We propose and analyze a mathematical model of hematopoietic stem cell dynamics, that
takes two cell populations into account, an immature and a mature one. All cells are able to …

We propose a mathematical model describing the dynamics of a hematopoietic stem cell
population. The method of characteristics reduces the age-structured model to a system of …

We study a mathematical model describing the dynamics of a pluripotent stem cell
population involved in the blood production process in the bone marrow. This model is a …