Modeling and simulation of a low-grade urinary bladder carcinoma.

In this work, we present a mathematical model of the initiation and progression of a low-grade urinary bladder carcinoma. We simulate the crucial processes affecting tumor growth, such as oxygen diffusion, carcinogen penetration, and angiogenesis, within the framework of the urothelial cell dynamics. The cell dynamics are modeled using the discrete technique of cellular automata, while the continuous processes of carcinogen penetration and oxygen diffusion are described by nonlinear diffusion-absorption equations.

Post-resuscitation disease--a new nosological entity. Its reality and significance.

Experimental and clinical investigations of patients resuscitated after cardiac arrest or terminal states, testify to the fact that in the post-resuscitation period alongside processes of recovery and compensation, a number of new pathological phenomena develop. The latter differ substantially from those caused by ischemia and hypoxia. These post-resuscitation processes involve not only the CNS, but also the entire body and may lead to severe disability and even death of the seemingly successfully revived body.