Find attractors of dynamical systems, their basins, and continue them across parameters. Study global stability (a.k.a. non-local, or resilience). Also tipping points functionality.
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Updated
May 5, 2024 - Julia
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basins-of-attraction
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Study of the basins of attractions of the Hopfield Model and some experiments about the Matrix Factorization problem
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Updated
Jan 11, 2023 - Julia
Lyapunov Cycle Detector is a collection of algorithms destined to study the basins of attraction of rational maps (that is, the Fatou and Julia sets). In particular, the main focus of LCD is in the detection of attracting n-cycles of said rational map and in computing its basins.
julia-language
numerical-methods
iterative-methods
julia-sets
numerical-analysis
newton-raphson
hopf-fibration
lyapunov-functions
lyapunov-exponents
complex-dynamics
fatou-sets
basins-of-attraction
n-cycles
rational-maps
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Updated
Sep 8, 2023 - Julia
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