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A Combined 3D Tissue Engineered In Vitro/In Silico Lung Tumor Model for Predicting Drug Effectiveness in Specific Mutational Backgrounds
Published on: April 6, 2016
Modelling and optimizing combination therapeutic strategies for KRAS- and EGFR-mutant lung cancer
Lanqi Wu1, Ruocheng Yu1, Minghui Yao1
1Department of Colorectal Surgery and Oncology of the Second Affiliated Hospital and Centre of Biomedical Systems and Informatics of Zhejiang, University-University of Edinburgh Institute (ZJU-UoE Institute), Zhejiang University School of Medicine, Zhejiang University, Hangzhou 310003, P. R. China.
Abstract:
Non-small cell lung carcinoma (NSCLC) is well-known for its high incidence (about 80% of lung cancer) and genetic heterogeneity. Personalized driver mutations such as EGFR and KRAS have established targeted therapies with kinase inhibitors, whereas immune checkpoint inhibitors (ICIs) have revolutionized immunotherapy. However, challenges such as frequent drug resistance and low response rates highlight the need for novel therapeutic strategies. Boolean network modeling is a powerful mathematical tool to simulate complex biological processes and optimize potential treatment strategies. This study developed a Boolean network model for NSCLC patients with different mutational backgrounds and evaluated the therapeutic effects by incorporating key kinase mutation inhibitors and immunological interventions. Simulations in both the Boolean network model and another quantitative model consistently suggested that the optimal therapeutic strategy involves a combination of KRAS inhibitor and ICI for KRAS-mutant patients, which is also in line with mouse model studies and the KRYSTAL-7 phase-2 clinical trial data. It would be reasonable to expect further validations from the recently announced KRYSTAL-7 phase-3 clinical trial comparing the combined therapy over pembrolizumab monotherapy in the future. Our approach highlights the value of computational modeling to evaluate and refine therapeutic strategies for precision oncology.
Insights
Computational modeling identified a combination of KRAS inhibitors and immune checkpoint inhibitors (ICIs) as an optimal therapeutic strategy for non-small cell lung carcinoma (NSCLC) patients with KRAS mutations.
Area of Science:
- Oncology
- Computational Biology
- Precision Medicine
Background:
- Non-small cell lung cancer (NSCLC) presents high incidence and genetic diversity, necessitating advanced therapeutic approaches.
- Targeted therapies (e.g., kinase inhibitors for EGFR, KRAS) and immunotherapies (immune checkpoint inhibitors, ICIs) have advanced NSCLC treatment.
- Drug resistance and suboptimal response rates in NSCLC underscore the need for novel therapeutic strategies.
Purpose of the Study:
- To develop a Boolean network model for simulating non-small cell lung cancer (NSCLC) patient responses to various treatments.
- To evaluate the efficacy of combining kinase inhibitors and immunological interventions in silico.
- To identify optimal therapeutic strategies for NSCLC based on mutational background.
Main Methods:
- Development of a Boolean network model to simulate biological processes in NSCLC.
- Incorporation of key kinase mutation inhibitors and immunological interventions into the model.
- Validation of simulation results using a quantitative model, mouse studies, and clinical trial data (KRYSTAL-7).
Main Results:
- Boolean network and quantitative model simulations indicated that a combination of KRAS inhibitor and ICI is optimal for KRAS-mutant NSCLC.
- Simulation findings align with existing preclinical (mouse models) and clinical (KRYSTAL-7 phase-2) data.
- The study demonstrates the potential of computational modeling in refining precision oncology treatments.
Conclusions:
- Computational modeling, specifically Boolean networks, offers a valuable tool for optimizing NSCLC treatment strategies.
- Combined KRAS inhibition and ICI therapy shows promise for KRAS-mutant NSCLC patients.
- Further clinical validation, such as the KRYSTAL-7 phase-3 trial, is expected to confirm these findings.
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