Titlebook: Mathematical Sciences with Multidisciplinary Applications; In Honor of Professo Bourama Toni Conference proceedings 2016 Springer Internati

Cytology

Michael A. Pohrivchak,John A. Adam,Umaporn Nuntaplookal plugs. The histopathology is also distinctive with crateriform amorphous sebaceous and mucinous plugs containing crystalline filaments. The follicular nature of the process may not be immediately apparent on histopathology as only the infundibular ostia are usually left with a parakeratotic rim a

gentle

開(kāi)始從未

Anthony A. Ruffa,Michael A. Jandron,Bourama Tonihealth. As both the United States and Latinx subgroups experience?demographic shifts, it is critical to examine the current epidemiology of Latinx health, as well as the factors influencing?the health and well-being?of this growing population..Chapters in this book, written by highly respected exper

小步走路

Traveling Waves Impulses of FitzHugh Model with Diffusion and Cross-Diffusion,erties of an excitable membrane. The spatial propagation of neuron firing due to diffusion of the current potential was described by the FitzHugh–Nagumo model. Assuming that the spatial propagation of neuron firing is caused by not diffusion but cross-diffusion connection between the potential and r

親密

Regurgitation

深陷

Impact of Pharmacokinetic Variability on a Mechanistic Physiological Pharmacokinetic/Pharmacodynamiels of physiological systems are commonly built for an average patient, raising the question of their applicability at the population level. Using our previously developed physiological model of neutrophil regulation, which accounts for the detailed hematopoietic mechanisms as well as the pharmacoki

Hemiparesis

ERUPT

Self-Inversive Cubic Curves, show that γ inverts onto itself via a second circle orthogonal to ω or that γ inverts onto itself via two additional circles υ, η with ω,υ,η mutually orthogonal. To accomplish this an algebra (γ,δ) with a ternary operation δ is defined on the points of γ by setting δ(a,b,c) equal to the fourth poin

事與愿違

A Codimension-Four Singularity with Potential for Action,excellent candidate for the organizing center that unifies different types of spiking action potentials of excitable cells. This point of view and the subsequent numerical investigation of the respective bifurcation diagrams led, in turn, to new insight on how this codimension-four unfolding manifes