P. Waliszewski et al., Self-similarity, collectivity, and evolution of fractal dynamics during retinoid-induced differentiation of cancer cell population, FRACTALS, 7(2), 1999, pp. 139-149
Citations number
38
Categorie Soggetti
Multidisciplinary
Journal title
FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY
From the reductionist perspective of molecular biology, proliferation or di
fferentiation of eucaryotic cells is a well-defined temporal, spatial, and
cell type-specific sequence of molecular cellular events. Some of those eve
nts, such as passing of the restriction point in the cell cycle, are of a s
tochastic nature. Results of this study indicate that, in spite of the intr
acellular stochasticity, cancer cells can form collective structures with f
ractal dimension and self-similarity. A transition from the monolayer cultu
re to the aggregated colony facilitated interconnectedness between P19 cell
s, altered constitutive expression of randomly chosen retinoid-responsive g
enes, and increased fractal dimension of the entire population. Retinoid-in
duced emergence of neuron-like phenotype decreased fractal dimension signif
icantly, slowing down dynamics of gene expression. Since the differentiated
P19 cells retained both their cancer phenotype and a number of gene defect
s, we conclude that the appropriate dynamics of intracellular events is nec
cessary for the proper course of differentiation. Owing to self-similarity,
dynamics of cellular expansion can be measured by a fractal dimension in a
single cell or in the entire population.