Practical works from the course 4M053
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Updated
Apr 3, 2019 - C++
Practical works from the course 4M053
A Matlab implementation of a revisited version of the MINRES for solving sparse and big linear systems arising from the KKT system of a quadratic MCF problem
Quantum algorithms to solve linear systems of equations.
A Julia finite element tearing and interconnecting (FETI) prototype implementation.
Synthesis of a controller for system with linear dynamics using restricted LTL formula
Numerical Methods implementation in MATLAB.
Implemention of Gauss and Gauss-Seidel method in C
Optimal LQR control for drone landing using MATLAB, emphasizing strategic pole placement for precise descent.
Linear systems' resolution using Forward and Backward Substitution Algorithms, LU factorisation with and without partial pivoting, Gauss-Seidel and Jacobi Methods
KCL and KVL for the bridge circuit
Project for Unicamp course EA619 in signals and linear systems. Convolution of different impulse response signals as means of applying reverberation to the sound of another signal.
Algorithmic Operations Research
Resolução e classificação de sistemas lineares
Implementation of important linear algebra algorithms
A numerical computing library in C++ developed by Prof. Gang-Gyoo Jin
Development and analysis of algorithms for solving system of linear equations (C++)
Class homework for Linear Algebra in Python
Matlab interface with Sundials's CVODES library using Mex to solve ODEs of the form dx/dt = A(t)*x.
A complete Routh-Hurwitz Stability method implementation, for a second, third and higher-order polynomials. Moreover, an optimized version is available which works in special conditions.
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