A study on deterministic chaotic systems and the obtaining of Feigenbaums constant.
-
Updated
Nov 14, 2024 - Python
#
feigenbaum
Here are 10 public repositories matching this topic...
Machine-verifiable Systemic Tau (τₛ) + RECD: Lean 4, Python reference, falsifiable predictions
python dynamical-systems complex-systems formal-verification early-warning-signals feigenbaum lean4 recd systemic-tau
-
Updated
Jul 29, 2026 - Python
Bifurcation & Logistic Map
-
Updated
Mar 4, 2025 - Python
Torsional Holofractal Theory (TTH): a geometric framework for objective quantum collapse, integrated information, and the physical basis of consciousness.
neuroscience eeg cosmology golden-ratio theoretical-physics torsion cmb quantum-gravity fractal-dimension consciousness feigenbaum integrated-information-theory orch-or quantum-collapse einstein-cartan holofractal
-
Updated
Jun 26, 2026 - TeX
Geometric constants from H4 polytope structure. √2 × ln(2) ≈ 0.980. Official archive: osf.io/qh5s2
binary information-theory mathematics golden-ratio e8 shannon-entropy polytopes angular-momentum feigenbaum baker-map baryon-acoustic-oscillations geometric-constants quasicrystals landauer-principle h4-geometry desi-bao gap-scaling h4-polytope crystal-field-theory hodgson-kerckhoff
-
Updated
Jul 16, 2026 - HTML
Interactive Tkinter laboratory for exploring bifurcation diagrams, Feigenbaum constants, Lyapunov exponents, cobweb dynamics and universality in nonlinear maps.
python mathematics chaos scientific-visualization tkinter dynamical-systems nonlinear-dynamics chaos-theory bifurcation logistic-map feigenbaum feigenbaum-constants period-doubling
-
Updated
Jul 16, 2026 - Python
Finite-level recovery and failure attribution for a fixed blind observer under Gaussian observation noise.
reproducible-research dynamical-systems nonlinear-dynamics logistic-map gaussian-noise failure-analysis bifurcation-analysis feigenbaum computational-experiment period-doubling
-
Updated
Aug 14, 2026
Expirement of Physics Lab semester 4 about Logistic Maps and Bifurcation Graphs
-
Updated
Apr 13, 2020 - HTML
The Feigenbaum bifurcation diagram of the logistic map. Zoom in to see self-similarity.
visualization javascript mathematics chaos fractal dynamical-systems bifurcation logistic-map feigenbaum period-doubling
-
Updated
Jun 6, 2026 - HTML
Improve this page
Add a description, image, and links to the feigenbaum topic page so that developers can more easily learn about it.
Add this topic to your repo
To associate your repository with the feigenbaum topic, visit your repo's landing page and select "manage topics."