Predictive Modeling of Drug Response in Non-Hodgkin's Lymphoma
Hermann B Frieboes1, Bryan R Smith2, Zhihui Wang3
1Department of Bioengineering, University of Louisville, Louisville, KY, 40202, United States of America; James Graham Brown Cancer Center, University of Louisville, Louisville, KY, 40202, United States of America; Department of Pathology, University of New Mexico, Albuquerque, NM, 87131, United States of America.
Abstract:
We combine mathematical modeling with experiments in living mice to quantify the relative roles of intrinsic cellular vs. tissue-scale physiological contributors to chemotherapy drug resistance, which are difficult to understand solely through experimentation. Experiments in cell culture and in mice with drug-sensitive (Eµ-myc/Arf-/-) and drug-resistant (Eµ-myc/p53-/-) lymphoma cell lines were conducted to calibrate and validate a mechanistic mathematical model. Inputs to inform the model include tumor drug transport characteristics, such as blood volume fraction, average geometric mean blood vessel radius, drug diffusion penetration distance, and drug response in cell culture. Model results show that the drug response in mice, represented by the fraction of dead tumor volume, can be reliably predicted from these inputs. Hence, a proof-of-principle for predictive quantification of lymphoma drug therapy was established based on both cellular and tissue-scale physiological contributions. We further demonstrate that, if the in vitro cytotoxic response of a specific cancer cell line under chemotherapy is known, the model is then able to predict the treatment efficacy in vivo. Lastly, tissue blood volume fraction was determined to be the most sensitive model parameter and a primary contributor to drug resistance.
Insights
Mathematical modeling combined with mouse experiments quantifies chemotherapy drug resistance. The study establishes a predictive model for lymphoma drug therapy, identifying tissue blood volume fraction as a key resistance factor.
Area of Science:
- Oncology
- Mathematical Biology
- Pharmacology
Background:
- Chemotherapy drug resistance is a complex challenge influenced by both cellular and tissue-level factors.
- Understanding the interplay between these factors is crucial for improving treatment efficacy.
- Current experimental methods alone struggle to fully elucidate these contributions.
Purpose of the Study:
- To quantify the relative roles of intrinsic cellular and tissue-scale physiological factors in chemotherapy drug resistance.
- To develop and validate a mechanistic mathematical model integrating experimental data for predictive therapy assessment.
- To identify key physiological parameters contributing to drug resistance in lymphoma.
Main Methods:
- Experiments were conducted in cell cultures and in mice using drug-sensitive and drug-resistant lymphoma cell lines (Eµ-myc/Arf-/- and Eµ-myc/p53-/-).
- A mechanistic mathematical model was calibrated and validated using experimental data, including tumor drug transport characteristics (blood volume fraction, vessel radius, diffusion distance) and cell culture drug response.
- The model predicted drug response in mice based on these integrated inputs.
Main Results:
- The mathematical model reliably predicted the fraction of dead tumor volume in mice.
- The model demonstrated proof-of-principle for predictive quantification of lymphoma drug therapy.
- In vitro cytotoxic response data, when inputted into the model, enabled prediction of in vivo treatment efficacy.
- Tissue blood volume fraction emerged as the most sensitive parameter and a primary contributor to drug resistance.
Conclusions:
- A combined mathematical modeling and experimental approach can effectively quantify contributions to chemotherapy drug resistance.
- The developed model provides a predictive framework for lymphoma drug therapy, integrating cellular and tissue-scale parameters.
- Tissue blood volume fraction is a critical determinant of drug resistance, highlighting its importance in therapeutic strategies.
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