Solution of Lyapunov, Sylvester and Riccati matrix equations using Julia
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Updated
Jun 22, 2024 - Julia
Solution of Lyapunov, Sylvester and Riccati matrix equations using Julia
PyDiffGame is a Python implementation of a Nash Equilibrium solution to Differential Games, based on a reduction of Game Hamilton-Bellman-Jacobi (GHJB) equations to Game Algebraic and Differential Riccati equations, associated with Multi-Objective Dynamical Control Systems
Solvers for Sylvester, Lyapunov, and Riccati Equations
MEPACK: Matrix Equation PACKage
Solution to a single 2d Burgers' equation via Matrix equation solvers
MA375 Project 3B
KCL and KVL for the bridge circuit
KCL and KVL for the bridge circuit
Python/NumPy and MATLAB functions to solve the generalized Sylvester equation, AXB + CXD = E, for the unknown X
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