Document Type

Article

Department

Mathematics (HMC), Mathematics (Pomona)

Publication Date

2006

Abstract

Mathematical models of tumor-immune interactions provide an analytical framework in which to address specific questions regarding tumor-immune dynamics. We present a brief summary of several approaches we are currently exploring to model tumor growth, tumor-immune interactions, and treatments. Results to date have shown that simulations of tumor growth using different levels of immune stimulating ligands, effector cells, and tumor challenge, are able to reproduce data from published studies. We additionally present some of our current efforts in the investigation of optimal control to aid in determining improved treatment strategies.

Comments

Archived with permission from the American Mathematical Society.

Rights Information

© 2006 American Mathematical Society

Included in

Mathematics Commons

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