INVESTIGADORES
BARREA Andres Alberto
artículos
Título:
A Simple Discrete Model for the Growth Tumor
Autor/es:
BARREA, ANDRES - TURNER, CRISTINA
Revista:
Selçuk Journal of Applied Mathematics
Editorial:
Selkcuk University
Referencias:
Año: 2009 vol. 10 p. 147 - 155
ISSN:
1302-7980
Resumen:
In this work we propose a discrete model for the growth tumor.
This model is based on the continuous model in [1] which uses the conventional
ideas of nutrient di¤usion and consumption by the cells. We assume that region
is two-dimensional and we discretize by means of a grid N xN where sites
are occupied by the di¤erent types of tumor cells (proliferating, quiescent and
dead) and normal cells. The growth rules are stochastic and depend on the
concentration of nutrient. A discussion of the results and applications of the
model are presented
are occupied by the di¤erent types of tumor cells (proliferating, quiescent and
dead) and normal cells. The growth rules are stochastic and depend on the
concentration of nutrient. A discussion of the results and applications of the
model are presented
are occupied by the di¤erent types of tumor cells (proliferating, quiescent and
dead) and normal cells. The growth rules are stochastic and depend on the
concentration of nutrient. A discussion of the results and applications of the
model are presented
N xN where sites
are occupied by the di¤erent types of tumor cells (proliferating, quiescent and
dead) and normal cells. The growth rules are stochastic and depend on the
concentration of nutrient. A discussion of the results and applications of the
model are presented