Mathematical Models of Tumor Treatment with Virus
We consider several mathematical models of tumor treatment involved in using oncolytic virus.These models are free boundary problems of nonlinear systems of partial differential equations,where the surface of a tumor is the free boundary.The first model deals with the competition between tumor cells,a replication-competent virus and an immune response.The second model describes combined therapies against cancer using virus and inhibitor.Finally,we consider a model of cancer radiovirotherapy which requires not only injection of replication-competent virus but also administration of radiodide.2000 Mathematics Subject Classification: 35Q80,35R35,92A15,92C50
cancer models virus immune response MEK inhibitor radiodide
Youshan Tao Dashun Wang
Department of Applied Mathematics,Dong Hua University,Shanghai 200051,China
国际会议
山东泰安
英文
779-785
2008-07-25（万方平台首次上网日期，不代表论文的发表时间）