PO.BCS01.17 · 生物信息与计算

Toward personalized rotational multi-agent therapies to overcome treatment resistance in pancreatic cancer: A virtual trial framework in mice

海报缩略图:Toward personalized rotational multi-agent therapies to overcome treatment resistance in pancreatic cancer: A virtual trial framework in mice
编号 6832 展板 3 时间 4/22 09:00–12:00 区域 Section 2 主讲 Krithik Vishwanath, No Degree
分会场 Mathematical Modeling and Statistical Methods
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作者与单位

Krithik Vishwanath1, Hoon Choi2, Mamta Gupta2, Rong Zhou3, Anna G. Sorace4, Thomas E. Yankeelov5, Ernesto A.B.F. Lima6

1Oden Institute for Computational Engineering and Sciences, The University of Texas at Austin, Austin, TX,2Department of Radiology, The University of Pennsylvania, Philadelphia, PA,3Department of Radiology, Abramson Cancer Center, The University of Pennsylvania, Philadelphia, PA,4Department of Radiology, Department of Biomedical Engineering, The University of Alabama, Birmingham, Birmingham, AL,5Oden Institute for Computational Engineering and Sciences, Department of Biomedical Engineering, The University of Texas at Austin, Austin, TX,6Oden Institute for Computational Engineering and Sciences, Texas Advanced Computing Center, The University of Texas at Austin, Austin, TX

摘要 Abstract

Introduction. Pancreatic ductal adenocarcinoma (PDAC) is highly lethal in part because tumors rapidly evolve resistance to potent regimens. Rotational, multi-agent schedules have emerged as a promising approach to outpace this adaptive escape. To attack this problem, we propose a mechanistic “virtual-trial” framework that couples an ordinary differential equation model with patient-specific data to quantify responses to three first-line chemotherapies (cisplatin, paclitaxel, gemcitabine), stromal-modulating agents (calcipotriol, losartan), and an immune-checkpoint inhibitor (anti-PD-L1). Using an estimated dynamic resistance, our model provides an in-silico testbed for generating and ranking rotational-therapy hypotheses before clinical translation, supporting more adaptive treatment design for pancreatic cancer. Methods. Longitudinal tumor volume measurements for five distinct combinations of therapy agents were acquired in 49 mice over 14 days. Our mathematical model captures key physiological features such as tumor proliferation, drug efficacy, and temporal treatment resistance to emulate the progression and regression of pancreatic tumors to predict variation in tumor growth. Bayesian calibration of model parameters is derived on data from in vivo experiments conducted on mice with a genetically engineered model (GEM) of pancreatic cancer (KPC). We use adaptive optimization to develop personalized rotational therapy regimes across a 2-week simulation of 1000 patients. Results. The model successfully mimics tumor growth in both control and treatment cases, with an average concordance correlation coefficient (CCC) of 0.99 ± 0.01 when comparing observed and predicted changes in tumor volumes. We extend our analysis by conducting leave-one-out predictions (average CCC = 0.7 ± 0.06), mouse-specific predictions (average CCC = 0.75 ± 0.02), and group-informed, mouse-specific predictions (CCC = 0.85 ± 0.04). Group-informed, mouse-specific predictions show an 82.17 ± 15.07% accuracy in discerning responders from non-responders. Our optimization predicts that switching to a personalized, adaptive schedule would cut median tumor burden by 30.5% and shrink final tumor volume by a median 65.9% relative to any fixed protocol in simulated mice. Conclusion. Our modeling framework reproduces the experimental tumor-growth data and demonstrates strong predictive power for how pancreatic tumors respond to varied therapeutic combinations. By correctly classifying most responders versus non-responders and by forecasting sizable reductions in tumor burden with individually optimized rotational schedules, the approach offers a practical in-silico tool for designing adaptive treatment regimens. Our framework lays the groundwork for adaptive clinical trials poised to finally outmaneuver PDAC resistance and improve outcomes.
利益披露 Disclosure
K. Vishwanath, None.. H. Choi, None.. M. Gupta, None.. R. Zhou, None.. A. G. Sorace, None.. T. E. Yankeelov, None.. E. A. Lima, None.

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