Optimizing chemotherapy in an HIV model.
Original title unknown
Orthogonal polynomials and enumeration problems in molecular biology. (Polynômes orthogonaux et problèmes d'énumération en biologie moléculaire.)
Oscillation and global asymptotic stability of a neuronic equation with two delays.
Oscillation and global attractivity in a discrete survival red blood cells model
We consider the discrete survival red blood cells model (*) , where δₙ and Pₙ are positive sequences. In the autonomous case we show that (*) has a unique positive steady state N*, we establish some sufficient conditions for oscillation of all positive solutions about N*, and when k = 1 we give a sufficient condition for N* to be globally asymptotically stable. In the nonatonomous case, assuming that there exists a positive solution Nₙ*, we present necessary and sufficient conditions for oscillation...
Oscillation and stability of nonlinear discrete models exhibiting the Allee effect
Oscillatory flow with suspended particle in curved pipes
Outils mathématiques pour modéliser les systèmes complexes
Oxygen exchange between multiple capillaries and living tissues: An homogenisation study
A mathematical model for a problem of blood perfusion in a living tissue through a system of parallel capillaries is studied. Oxygen is assumed to be transported in two forms: freely diffusing and bounded (to erytrocytes in blood, to myoglobin in tissue). Existence of a weak solution is proved and a homogensation procedure is carried out in the case of randomly distribuited capillaries.