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Lab 1 - Error estimation (visualization) of different methods derivative calculating
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Lab 2 - SLAE solution by Gauss and Seidel algorithm
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Lab 3 - implementation of Newton's method, the method of simple iterations for solving a system of nonlinear equations.
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Lab 4 - implementation of spline interpolation
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Lab 5 - numerical methods for calculating a definite integral
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Lab 6 - study of the behavior of phase trajectories for the ODE system (Runge-Kutta method)
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Lab 7 - solution of ecogenetic model (rigid system of ODE)
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Lab 8 - Sweep method with periodic BCs
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Lab 9 - shooting method algorithm for computing a nonlinear differential problem
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Lab 10 - solving of the transport equation
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Lab 11 - solving the heat equation