In this organization, you can find the code for problems I solved for the Numerical Mathematics course. The code is written in Julia, and the tasks are provided here link to the Assignments. For a deeper understanding of numerical mathematics, you can check out this YouTube video series.
This organization was marked as archived by an administrator on Jan 13, 2024. It is no longer maintained.
Numerical analysis in julija
In this organization , you can find the code for problems I solved for the Numerical Mathematics course. The code is written in Julia.
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- .github Public archive
In this organization , you can find the code for problems I solved for the Numerical Mathematics course. The code is written in Julia.
Numerical-analysis-in-julija/.github’s past year of commit activity - Interpolation_with_the_barycentric_formula.jl Public archive
Implementation of polynomial interpolation using the Barycentric Lagrange formula with Chebyshev points. The program computes polynomial interpolants for three different functions on specified intervals, and determines the polynomial degree necessary to ensure that the error does not exceed 1e-6
Numerical-analysis-in-julija/Interpolation_with_the_barycentric_formula.jl’s past year of commit activity - Mathematical_pendulum_using_the_Runge_Kutta_method.jl Public archive
Implementation of simulation of a mathematical pendulum's motion using the Runge-Kutta fourth-order method. Compares the pendulum's behavior with that of a harmonic oscillator and visualizes how its oscillation period varies with energy.
Numerical-analysis-in-julija/Mathematical_pendulum_using_the_Runge_Kutta_method.jl’s past year of commit activity - Methode_of_conjugate_gradients.lj Public archive
Implementation of Conjugate Gradient method to solve a linear system Ax = b for sparse matrices represented by a custom data type (ScatteredArray).
Numerical-analysis-in-julija/Methode_of_conjugate_gradients.lj’s past year of commit activity
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