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Information Journal Paper

Title

Estimation of the Domain of Attraction of Free Tumor Equilibrium Point for Perturbed Tumor Immunotherapy Model

Pages

  157-162

Abstract

 In this paper, we are going to estimate the domain of attraction of tumor-free equilibrium points in a perturbed cancer tumor model describing the tumor-immune system competition dynamics. The proposed method is based on an optimization problem solution for a chosen Lyapunov function that can be casted in terms of Linear Matrix Inequalities constraint and Taylor expansion of nonlinear terms. We find a specific Lyapunov function in order to vanish maximum perturbation of modeling error, aging or uncertainties which exist in this system. Using this method and appropriate Lyapunov function, we demonstrate that there is an invariant polytope that for the set of perturbed initial conditions belonging to such region, the convergence to the healthy state is guaranteed.

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    APA: Copy

    DINI, A., & YAZDANPANAH, M.J.. (2018). Estimation of the Domain of Attraction of Free Tumor Equilibrium Point for Perturbed Tumor Immunotherapy Model. AUT JOURNAL OF ELECTRICAL ENGINEERING, 50(2), 157-162. SID. https://sid.ir/paper/352315/en

    Vancouver: Copy

    DINI A., YAZDANPANAH M.J.. Estimation of the Domain of Attraction of Free Tumor Equilibrium Point for Perturbed Tumor Immunotherapy Model. AUT JOURNAL OF ELECTRICAL ENGINEERING[Internet]. 2018;50(2):157-162. Available from: https://sid.ir/paper/352315/en

    IEEE: Copy

    A. DINI, and M.J. YAZDANPANAH, “Estimation of the Domain of Attraction of Free Tumor Equilibrium Point for Perturbed Tumor Immunotherapy Model,” AUT JOURNAL OF ELECTRICAL ENGINEERING, vol. 50, no. 2, pp. 157–162, 2018, [Online]. Available: https://sid.ir/paper/352315/en

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