2024 AIChE Annual Meeting
(374d) Optimizing Personalized Treatment Policy for Cancer Chemotherapy
Authors
We utilize an evolutionary multi-population model of prostate cancer to describe the dynamics of the cancer population during chemotherapy, considering the standard evolutionary scenario where drug-resistant cells are present from the outset [3]. We formalize the quest of finding a treatment policy to maximize patient life expectancy into a well-defined mathematical optimization problem. Here we apply an active search method, i.e. Bayesian optimization [4] for a Gaussian process surrogate model [5], to demonstrate how both single-drug and multi-drug cancer therapy can be optimized. This method can be generalized to more complex treatment policies beyond current practice. Our findings show that a tight-control adaptive therapy at a high tumor burden can enhance life expectancy while also significantly improving drug efficiency compared to current clinical practices. As part of this ongoing work, currently have patients undergoing single-drug treatment based on the optimized treatment policies we have identified.
We explore possible computational savings by linking BO with deterministic global Gaussian Process optimization of the acquisition function at each step.
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[3] Zhang, Jingsong, Jessica J. Cunningham, Joel S. Brown, and Robert A. Gatenby. "Integrating evolutionary dynamics into treatment of metastatic castrate-resistant prostate cancer." Nature communications 8, no. 1 (2017): 1816.
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[5] Artur M. Schweidtmann, Dominik Bongartz, Daniel Grothe, Tim Kerkenhoff, Xiaopeng Lin, Jaromil Najman, and Alexander Mitsos. Deterministic global optimization with gau