In a recent NZZ article [1], Rolf Dobelli, co-founder and chairman of getAbstract and organizer of zurich.minds, claims that society has never been more complex, and that this complexity has reached unmanageable levels. In his view, experts just pretend to have an understanding that they do not have. He concludes that never before the science of economics has failed more spectacularly.
I disagree with his view. For several reasons.
1) As masterly studied by Rogoff and Reinhart [2], economic and banking crises are the norm rather than the exception… for the last 8 centuries! And they proceed according to reproducible scenarios, based on fear and greed, and the development of a tipping point when markets lose confidence in the government’s ability to pay, and the game stops. Thus, while large in amplitude and spread, the present time is not fundamentally different from many previous events described by Rogoff and Reinhart [2].
2) Crises allow us to learn. Human beings and societies mainly learn at times of stress. But they also forget… and repel previous regulations (such as the Glass-Stegall Act, which was designed in the 1930s to control speculation by banks) put in place to prevent financial instabilities to occur again, on the false but attractive premise that things have changed, that we are better, more clever, more innovative, with better risk management instruments. The problem might not be the complexity, only the hubris that we have changed and this is a “new economy”.
3) Modern city-dweller humans tend to consider their cities and their societies as much more complex to handle that the supposedly more primitive environment of our ancestors hunter-gatherers. I would call this a specialist blindness.
As modern men and women, being specialized to deal with modern traffic, TVs, computers and virtual worlds, we have become basically blind to the thousands of weak signals that a “primitive” hunter-gatherer has learned to read off the book of nature, deciphering the different hundred of plants, the delicate differences between footprints of tens of animals, the myriad of fruits and insects eligible for food, and so on.
4) Complex systems, such as our societies, cannot be known. They are utterly unpredictable. This is true… at some level but not at all levels.
Consider the most formidable of algorithmic information theory, which combines information theory, computer science and meta-mathematic logic. In the context of system predictability, it has profound implications. Indeed, a central result of algorithmic information theory obtained as a synthesis of the efforts of R. Solomonoff, A. Kolmogorov, G. Chaitin, P. Martin-Lof, M. Burgin and others states roughly that “most” dynamical systems evolve according to and/or produce outputs that are utterly unpredictable. Here, the term “most” in “most dynamical systems” mean that this property holds with probability 1 when choosing at random a dynamical system from the space of all possible dynamical systems. Specifically, the data series produced by most dynamical systems have been proved to be computationally irreducible, i.e. the only way to decide about their evolution is to actually let them evolve in time. There is no way you can compress their dynamics and the resulting information into generation rules or algorithms that are shorter than the output itself. Then, the only strategy is to let the system evolve and reveal its complexity, without any hope of predicting or characterizing in advance its properties. The future time evolution of most complex systems thus appears inherently unpredictable. This is the foundation for the approach pioneered by S. Wolfram (the founder of Mathematica) to basically renounce the hope to get mathematical laws and predictability, and replace them by the search for cellular automata that have universal computational abilities (like so-called Turing machines) and can reproduce (but not diagnose or predict) any desired pattern.
However, this exact theorem is fundamentally misleading. The key is to ask only for approximate answers at some level of coarse-graining, which for instance makes physics work, unhampered by computational irreducibility. By adopting the appropriate “coarse-grained” perspective of how to study the system, one can show that even the known computational irreducible cellular automaton (rule 110 in Wolfram’s classification) becomes relatively simple and predictable.
In summary, I claim that complex systems such as those created by humans are no more and no less understandable than before. One just needs the right concept, level of perspective and coarse-graining, and the corresponding tools. Some scientists have come to realize this and progress is on-going at a fast pace, with many new initiatives, in particular at ETH Zurich.
The implications for policy is that the coarse-graining approach provides a way to balance between the microscopic forces that drive human beings (such as fear, greed and love) and the macroscopic level of organization. The latter can be made more resilient by suitable design and careful regulations, with careful account for their unintended feedbacks and consequences.
[1] Rolf Dobelli, “Im Wunderland – Wir haben eine kognitive Grenze ueberschritten”
[2] C.M. Reinhart and K. Rogoff, This Time is Different: Eight Centuries of Financial Folly, Princeton University Press (2009)