Abstract

BackgroundPancreatic ductal adenocarcinoma (PDAC) is a highly lethal disease with rising incidence and with 5-years overall survival of less than 8%. PDAC creates an immune-suppressive tumor microenvironment to escape immune-mediated eradication. Regulatory T (Treg) cells and myeloid-derived suppressor cells (MDSC) are critical components of the immune-suppressive tumor microenvironment. Shifting from tumor escape or tolerance to elimination is the major challenge in the treatment of PDAC.ResultsIn a mathematical model, we combine distinct treatment modalities for PDAC, including 5-FU chemotherapy and anti- CD25 immunotherapy to improve clinical outcome and therapeutic efficacy. To address and optimize 5-FU and anti- CD25 treatment (to suppress MDSCs and Tregs, respectively) schedule in-silico and simultaneously unravel the processes driving therapeutic responses, we designed an in vivo calibrated mathematical model of tumor-immune system (TIS) interactions. We designed a user-friendly graphical user interface (GUI) unit which is configurable for treatment timings to implement an in-silico clinical trial to test different timings of both 5-FU and anti- CD25 therapies. By optimizing combination regimens, we improved treatment efficacy. In-silico assessment of 5-FU and anti- CD25 combination therapy for PDAC significantly showed better treatment outcomes when compared to 5-FU and anti- CD25 therapies separately. Due to imprecise, missing, or incomplete experimental data, the kinetic parameters of the TIS model are uncertain that this can be captured by the fuzzy theorem. We have predicted the uncertainty band of cell/cytokines dynamics based on the parametric uncertainty, and we have shown the effect of the treatments on the displacement of the uncertainty band of the cells/cytokines. We performed global sensitivity analysis methods to identify the most influential kinetic parameters and simulate the effect of the perturbation on kinetic parameters on the dynamics of cells/cytokines.ConclusionOur findings outline a rational approach to therapy optimization with meaningful consequences for how we effectively design treatment schedules (timing) to maximize their success, and how we treat PDAC with combined 5-FU and anti- CD25 therapies. Our data revealed that a synergistic combinatorial regimen targeting the Tregs and MDSCs in both crisp and fuzzy settings of model parameters can lead to tumor eradication.

Highlights

  • Pancreatic cancer is the seventh leading cause of mortality related to cancer around the world [1] and the fourth leading cause in the United States [2], and it is predicted to be the second leading cause by 2030 [3]

  • Model calibration for the prediction of the dynamics of pancreatic tumor cells in control case, 5-FU and anti-CD25 therapies We used Genetic algorithm (GA) to estimate model parameters in no treatment case to predict the dynamics of tumor-immune system constituents in the control group

  • Results of fuzzy analysis Due to the parametric uncertainty in the model, it seems that the evaluation of treatments in the fuzzy setting is more appropriate than the crisp setting

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Summary

Introduction

Pancreatic cancer is the seventh leading cause of mortality related to cancer around the world [1] and the fourth leading cause in the United States [2], and it is predicted to be the second leading cause by 2030 [3]. PDAC has a very poor prognosis with the lowest surveillance among all cancers, a five-year overall relative survival rate of 8% [1] This disappointing surveillance is due to a delay in diagnosis of this disease because of having no specific symptom; patients are usually diagnosed with metastasis or an advanced unresectable mass [5]. Shariatpanahi et al designed an ODE model to simulate the effect of MDSC depletion by 5-FU on tumor-immune system dynamics and to evaluate the effect of replication of this treatment on tumor degradation. In their study, they designed a simulation framework to capture the dynamics of tumor cells, MDSC, CTL, and NK cells with and without 5-FU treatment.

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