Oceans of Innovation explores the mathematical heart of complex systems. The exploration begins with uncovering the nature of a point in space-time, which is seen to be a function of the orders implicit in time and space. So naturally any point is imbued with innovation-potential. Subsequently a mathematics is developed to suggest how innovation-potential actually becomes the immense diversity of matter and life. The notion of bifurcation to create alternative histories is in this view also seen to be a function of the forces that determine innovation. Randomness, chance, unpredictability are replaced by a “qualified determinism” which is one of the outcomes of the mathematics at the heart of complex systems. Functions for dynamism, stagnation, and diverse and innovative cultures are derived. General mathematical operators true for any complex system are also derived.
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