Method of Parametric Optimization in the Problem of HAART Drug Treatment

Student: Khamitov Bulat

Faculty: HSE Tikhonov Moscow Institute of Electronics and Mathematics (MIEM HSE)

Educational Programme: Applied Mathematics (Bachelor)

Year of Graduation: 2019

This work considers a non-stationary object which is described by a system of vector differential equations, for which it is necessary to synthesize optimal control by optimizing one of the parameters of the object. The efficiency of the method is shown on the example of controlling the supply of antiviral drugs (HAART) to the human body in the presence of HIV infection, followed by modeling in the Simulink package as part of MATLAB. The work consists of introduction, four chapters, conclusion, list of references and application. The work contains 20 pages, 1 table and 6 figures. The reference list contains 10 positions.

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