Faith Lessons from Chaotic Fig Trees - Carlos E. Puente - UC Davis ...

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e logistic map X k+1 = αX k 1 − X k , α ∈ 0,4 ... a population of “rabbits” as a function of time α = 2.8 different cases depending on the parameter α:
From the origin to bifurcations Y = X 0 < α ≤ 1 X ∞ = 0
Page 1 and 2: THE KEY ROLE OF SCIENCE IN THE NEW
Page 3 and 4: e fig tree and Holy Scripture Adam
Page 5 and 6: e logistic map X k+1 = αX k 1 −
Page 7: e logistic map X k+1 = αX k 1 −
Page 11 and 12: From the origin to bifurcations 0 <
Page 13 and 14: From the origin to bifurcations 0 <
Page 15 and 16: Periodicities and chaos intertwined
Page 17 and 18: Dust galore and buds after α ∞ t
Page 19 and 20: Thorns galore within the chaotic tr
Page 21 and 22: Universality on other chaotic trees
Page 23 and 24: In the summit of chaos all appears
Page 25 and 26: Oscillations on the summit pre-imag
Page 27 and 28: Plain common sense it is much bette
Page 29 and 30: Our options order simplicity sereni
Page 31 and 32: In the midst of chaos there is a sm
Page 33 and 34: Other coincidences the four states
Page 35: Le plus improbable In the most hell

Faith Lessons from Chaotic Fig Trees - Carlos E. Puente - UC Davis ...

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