Aizawa Attractor 4 parameters are adjustable at the corners. Space key/Mouse click: reset the initial point (light blue dot) --- 日本語 --- アイザワアトラクター 画面左コーナーで4つのパラメータを調整できます。 スペースキー/マウスクリック：初期点の更新（水色点）
dx = (z-b) * x - d*y dy = d * x + (z-b) * y dz = c + a*z - z^3 /3 - x^2 + f * z * x^3 (a = 0.95, b = 0.7, c = 0.6, d = 3.5, e = 0.25, f = 0.1) https://en.wikipedia.org/wiki/Attractor Aizawa, Y. (1982). Global Aspects of the Dissipative Dynamical Systems I: Statistical Identification and Fractal Properties of the Lorenz Chaos. Progress Theoret Physics. 68(1):64-84. Aizawa, Y. (1982). Global Aspects of the Dissipative Dynamical Systems II: Periodic and Chaotic Responses in the Forced Lorenz System Progress Theoret Physics. 68(6):1864-1879. Langford, W. F. (1984). Numerical studies of torus bifurcations, Numerical methods for bifurcation problems (Dortmund, 1983), Internat. Schriftenreihe Numer. Math., vol. 70, Birkhäuser, Basel, pp. 285-295. #Aizawa #Langford #quasi-periodic #attractor #strangeattractor #spiral #pen #math #simulation #torus
