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He2017 - A mathematical model of pancreatic cancer with two kinds of treatments


ABSTRACT: This is a mathematical model of pancreatic cancer which includes descriptions of regulatory T cell activity and inhibition therapy. Descriptions of cytokine induced killer immunotherapy are also included.

SUBMITTER: Johannes Meyer  

PROVIDER: BIOMD0000000811 | BioModels | 2021-10-05

REPOSITORIES: BioModels

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Publications

Nonlinear dynamics of immunogenic tumors: parameter estimation and global bifurcation analysis.

Kuznetsov V A VA   Makalkin I A IA   Taylor M A MA   Perelson A S AS  

Bulletin of mathematical biology 19940301 2


We present a mathematical model of the cytotoxic T lymphocyte response to the growth of an immunogenic tumor. The model exhibits a number of phenomena that are seen in vivo, including immunostimulation of tumor growth, "sneaking through" of the tumor, and formation of a tumor "dormant state". The model is used to describe the kinetics of growth and regression of the B-lymphoma BCL1 in the spleen of mice. By comparing the model with experimental data, numerical estimates of parameters describing  ...[more]

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