[x(t_0) = x_0] ——————— import time from math import prod print("--- Initiierung der Simulation des dynamischen Systems ---") # Die Attraktoren Y = [104, 101, 108, 108, 111, 32, 119, 111, 114, 108, 100] # Die analytische Evolutionsfunktion x(t): Lagrange-Interpolation, die die Dynamik steuert f = lambda t: sum(y * prod((t-k)/(j-k) for k in range(len(Y)) if k!=j) for j,y in enumerate(Y)) # Zeitliche Evolution: Schrittweise durch diskrete Zeit t, Beobachtung des Zustands x(t) acc = "" for t in range(len(Y)): c=chr(int(round(f(t)))); acc+=c; print(f"Zeit t={t:2} | x(t): '{c}' | Trajektorie: {acc}"); time.sleep(0.2)

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