2013
DOI: 10.1186/1742-4682-10-66
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A calibrated agent-based computer model of stochastic cell dynamics in normal human colon crypts useful for in silico experiments

Abstract: BackgroundNormal colon crypts consist of stem cells, proliferating cells, and differentiated cells. Abnormal rates of proliferation and differentiation can initiate colon cancer. We have measured the variation in the number of each of these cell types in multiple crypts in normal human biopsy specimens. This has provided the opportunity to produce a calibrated computational model that simulates cell dynamics in normal human crypts, and by changing model parameter values, to simulate the initiation and treatmen… Show more

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Cited by 48 publications
(113 citation statements)
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“…Bravo and Axelrod (2013) performed detailed measurements of the number of each of the three cell types (SCs, TACs, DCs) in 49 colon crypts in human biopsy specimens. In this paper we will examine each of the 32 possible networks (including the 20 networks explicitly presented in Komarova (2013) plus 12 additional ones) to determine whether it can produce the correct measured means and variances of cell population numbers.…”
Section: Introductionmentioning
confidence: 99%
“…Bravo and Axelrod (2013) performed detailed measurements of the number of each of the three cell types (SCs, TACs, DCs) in 49 colon crypts in human biopsy specimens. In this paper we will examine each of the 32 possible networks (including the 20 networks explicitly presented in Komarova (2013) plus 12 additional ones) to determine whether it can produce the correct measured means and variances of cell population numbers.…”
Section: Introductionmentioning
confidence: 99%
“…Mouse models of human colorectal cancer show that intestinal stem cells can function as cells of origin for cancer (11,12). There is a clear imperative to understand the regulatory mechanisms governing intestinal stem cell function.…”
mentioning
confidence: 99%
“…These phenomena can be influenced by several factors, defining complex interplay which can be successfully represented through mathematics. Pharmacodynamic models have been published for several different disease areas and their relative therapies, such as cancer (Bravo and Axelrod, 2013), malaria (Patel et al, 2013), diabetes (Wilkins et al, 2013) and human immunodeficiency virus (Jacqmin et al, 2008;Duwal et al, 2012). Drug resistance and response to anticancer therapy have been simulated using a semi-mechanistic pharmacodynamic model for the delivery of anticancer agents to hepatocellular carcinoma using nanoparticles (Pascal et al, 2013).…”
Section: Pbpk and Nanotechnology: Current Examplesmentioning
confidence: 99%