Dynamic Multidrug Therapies for Hiv a Control Theoretic Approach
Dynamic Multidrug Therapies for Hiv a Control Theoretic Approach
Lawrence M Wein
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Howard, R. A. (1960). Dynamic Programming and Markov Processes. MIT Press, Cam- bridge, MA. Key. P. B. (1990). Optimal control and trunk reservation in loss networks. Prob. Engrg. Inf. Sci. 4. 203-242. Kirschner. D. , Lenhart. S. And Serbin. S. (1995). Optimal control of the chemotherapy of HIV. Preprint, Dept. Of Math. , U. Of Tennessee, Knoxville, TN. Kirschner. D. And Perelson. A. (1994). A model for the immune system response to HIV: AZT treatment studies. Mathematical Populations Dynamics ...III, Theory of Epidemics. 26 Arino. 0.. Axelrod, D. And Kimmcl. M.. Eds. , 1. Wuerz Publ.. Winn. Manitoba. Kirschner, D. And Webb. G. F. (1995a). A model for treatment strategy in the chemotherapy of AIDS. Submitted to Bull. Math. Biology. Kirschner. D. And Webb. G. F. (1995b). Effects of drug resistance in chemotherapy strategies in the treatment of HIV infection. Preprint, Dept. Of Math.. Texas A&M U.. College Station. TX. Kojima. E. Ef al. (1995). Human immunodeficiency virus type 1 (HIV-1) viremia changes and development of drug- related mutations in patients with symptomatic HIV-1 infection receiving alternating or simultaneous zidovudine and didanosine therapy.
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