Dec 3, 2025
Circular Traverse Attractors
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Circular Traverse Attractors
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Kafi, Dina & Mousa, Salam & Jamal, Raied. (2022). A novel synchronization between two different chaotic systems (Convert Lorenz chaotic system to Chua chaotic system). Optical and Quantum Electronics. 54. 10.1007/s11082-022-03900-8.
Harnessing the Chaos: Transforming Uncertainty into Innovation.
Sanjay Kumar Mohindroo Sanjay Kumar Mohindroo. skm.stayingalive.in How Chaos Theory Ignites Breakthroughs in Business, Technology, and Life Discover how chaos theory transforms uncertainty into opportunity with the butterfly effect, fractals, and innovative leadership in business and life. Embracing the Unpredictable Discover the transformative role of chaos theory in redefining our approach…
(Lorenz) attractors and probability intensity
... I do not know what I did here...
It was inspired by another note I scribbled down some months ago...
(I did (and still do) not really know what I did here either... )
These where some renders of attractors I did while playing around with scripting in blender.
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The Increasingly Negative Partisanship of Republican Elites We develop a broadly applicable class of coevolving latent space network with attractors (CLSNA) models. We apply the CLSNA to understand the dynamics of partisan polarization on social media, where we expect Republicans and Democrats to increasingly interact with their own party and disengage with the opposing party. Our analysis confirms the existence of partisan polarization in social media interactions among both political elites and the public. Moreover, while positive partisanship is the driving force of interactions across the full periods of study for both the public and Democratic elites, negative partisanship has come to dominate Republican elites’ interactions since the run-up to the 2016 presidential election.
Take two moderately interesting functions that map the unit square to itself; for example, ((x,y) -> (1-y^2, sqrt(x)) and ((x,y) -> ((x+y)/2, x).
Take a random point in the unit square.
Apply a random one of your two functions.
Apply a random one of your two functions.
Apply a random one of your two functions.
...
Plot out all of the points you iterated through.
You might expect that you get a kinda random smear of points. And you’d be right that it’s kinda random, but...
ℂ→ℂ