SOLVING SYSTEMS OF NONLINEAR EQUATIONS IN MATLAB

M. Urmanov; N. Nuritdinov; A. Alieva

doi:10.5281/zenodo.6762248

M. Urmanov, N. Nuritdinov, A. Alieva

Abstract. For Solving systems of nonlinear equations in Matlab. To solve SNAU, iterative methods must be used. These are methods that, in a certain number of steps, obtain a solution with a certain accuracy. It is also very important when solving to set a sufficiently close initial approximation, that is, such a set of variables that are close to the solution. If a system of 2 equations is being solved, then the approximation is found by plotting two functions.

Keywords: initial, approximation, iteration, non-linear, Newtonian, functions, diff.

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