Inference on a stochastic two-compartment model in tumor growth

Publication year: 2011 Source: Computational Statistics & Data Analysis, Available online 20 October 2011 Giuseppina Albano, Virginia Giorno, Patricia Román-Román, Francisco Torres-Ruiz A continuous-time model that incorporates several key elements in tumor dynamics is analized. More precisely, the form of proliferating and quiescent cell lines comes out from their relations with the whole tumor mass, giving rise to a two-dimensional diffusion process, generally time non-homogeneous. This model is able to include the effects of the mutual interactions between the two subpopulations

Publication year: 2011 Source: Computational Statistics & Data Analysis, Available online 20 October 2011 Giuseppina Albano, Virginia Giorno, Patricia Román-Román, Francisco Torres-Ruiz A continuous-time model that incorporates several key elements in tumor dynamics is analized. More precisely, the form of proliferating and quiescent cell lines comes out from their relations with the whole tumor mass, giving rise to a two-dimensional diffusion process, generally time non-homogeneous. This model is able to include the effects of the mutual interactions between the two subpopulations

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Inference on a stochastic two-compartment model in tumor growth

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