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UsableThought
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This may be of special interest to mathematicians, physicists, and anyone who is skeptical of the various "social sciences."
The book is The End of Theory: Financial Crises, the Failure of Economics, and the Sweep of Human Interaction, by Richard Bookstaber; 2017, Princeton U. Press. I've only just started reading this; so far I'm enjoying it immensely, for Bookstaber is unexpectedly funny, irreverent, and sharp in covering a topic that often seems humorless, conforming, and dull: namely, economics.
His thesis is that (1) all the usual theories of economics - including the neoclassical school whose precepts often get approvingly cited in discussions in this forum as if they represented reality rather than merely being part of a model - are incapable of predicting the emergence of crises (apparently many economists agree with this part); (2) that where these models go wrong is in simplifying economic life by assuming it is entirely made up of rational actors who have full knowledge of markets; and finally (3) the way toward better modeling is to adopt an agent-driven, dynamical approach that has some similarity to certain problems in physics with computationally irreducible systems/problems, with the agents designed so that they are not rational and do not have full knowledge of the collective system but rather, follow context-dependent heuristics, thus more closely resembling humans and human-driven institutions. More on dynamical systems here: https://en.m.wikipedia.org/wiki/Dynamical_system
A way to summarize his argument is that accurately predicting economic events - especially crises, where models are put to the most severe test - is similar to predicting a complex event such as the actual paths traversed by the Voyager probes. From a 2013 EDN article about the "mathematics of space travel":
For economics, the difficult difference would seem to be defining the heuristics for humans as economic agents; not quite the same as modeling celestial bodies, at least at first impression. Yet surely assumptions have to be made and tested for models of Voyager etc.; so there should be at least some developmental overlap.
I haven't yet looked very far for reviews; I'm sure many will be highly critical as Bookstaber is likely attacking the vast majority of professional economists. But he is no fool, and I already have the sense, from the little Googling I've done, that some in the profession realize he has a point & are quite interested. The computational power to carry out his proposal (which I am guessing he is not alone in making) is certainly there.
I searched PF and Bookstaber's name has only come up once previously, in a reply @ZapperZ made to a thread inquiring rather vaguely whether any developments in economics have referenced physics: https://www.physicsforums.com/threads/applying-physics-to-economics-finance.897391/#post-5644898
Even in the first few chapters, Bookstaber does indeed refer to quandaries in both mathematics and physics; e.g. he reminds the reader that no less a personage than William Stanley Jevons, one of the earliest and foremost champions of the neoclassical model, himself lamented that the three-body problem had no general solution in physics - thus making it unavailable to the new kind of formula-driven economics he was inventing as what he believed would be a final solution to - yes - the prediction of economic crises (in his time, having to do with railroads). And Bookstaber summons other math/physics concepts as well - not in passing or as metaphors, but as concrete guides to developing agent-based models.
Here is a link to the publisher's page for the book; the first chapter is available as a PDF and I recommend it to anyone interested: http://press.princeton.edu/titles/10972.html
NOTE: I see that PF's excellent automated facility for offering up similar links has found one titled "Agent-Based Simulation for Political Sciences" - alas it got only two replies and relates to political systems exclusively. Even so this suggests that Bookstaber (what a great name, by the way) isn't the only one interested in modeling of this sort for human-driven systems. My hunch is that deeper in the book he will point to research in this area.
The book is The End of Theory: Financial Crises, the Failure of Economics, and the Sweep of Human Interaction, by Richard Bookstaber; 2017, Princeton U. Press. I've only just started reading this; so far I'm enjoying it immensely, for Bookstaber is unexpectedly funny, irreverent, and sharp in covering a topic that often seems humorless, conforming, and dull: namely, economics.
His thesis is that (1) all the usual theories of economics - including the neoclassical school whose precepts often get approvingly cited in discussions in this forum as if they represented reality rather than merely being part of a model - are incapable of predicting the emergence of crises (apparently many economists agree with this part); (2) that where these models go wrong is in simplifying economic life by assuming it is entirely made up of rational actors who have full knowledge of markets; and finally (3) the way toward better modeling is to adopt an agent-driven, dynamical approach that has some similarity to certain problems in physics with computationally irreducible systems/problems, with the agents designed so that they are not rational and do not have full knowledge of the collective system but rather, follow context-dependent heuristics, thus more closely resembling humans and human-driven institutions. More on dynamical systems here: https://en.m.wikipedia.org/wiki/Dynamical_system
A way to summarize his argument is that accurately predicting economic events - especially crises, where models are put to the most severe test - is similar to predicting a complex event such as the actual paths traversed by the Voyager probes. From a 2013 EDN article about the "mathematics of space travel":
The problem is predicting exactly how the gravity of the Sun and a planet will influence Voyager’s trajectory on its journey out of our Solar system. Renowned astronomers have struggled with this problem for at least 300 years . . . Minovitch had access to the IBM 7090 computer, unlike Newton and others, and endeavored to use the method of mathematical iteration to craft a solution that was not realizable without the processing power of such a computer.
Minovitch understood that the only way to completely describe a system of 3 bodies is to observe how their behavior unfolds. This is where the number-crunching power of the IBM 7090 came into play.
For economics, the difficult difference would seem to be defining the heuristics for humans as economic agents; not quite the same as modeling celestial bodies, at least at first impression. Yet surely assumptions have to be made and tested for models of Voyager etc.; so there should be at least some developmental overlap.
I haven't yet looked very far for reviews; I'm sure many will be highly critical as Bookstaber is likely attacking the vast majority of professional economists. But he is no fool, and I already have the sense, from the little Googling I've done, that some in the profession realize he has a point & are quite interested. The computational power to carry out his proposal (which I am guessing he is not alone in making) is certainly there.
I searched PF and Bookstaber's name has only come up once previously, in a reply @ZapperZ made to a thread inquiring rather vaguely whether any developments in economics have referenced physics: https://www.physicsforums.com/threads/applying-physics-to-economics-finance.897391/#post-5644898
Even in the first few chapters, Bookstaber does indeed refer to quandaries in both mathematics and physics; e.g. he reminds the reader that no less a personage than William Stanley Jevons, one of the earliest and foremost champions of the neoclassical model, himself lamented that the three-body problem had no general solution in physics - thus making it unavailable to the new kind of formula-driven economics he was inventing as what he believed would be a final solution to - yes - the prediction of economic crises (in his time, having to do with railroads). And Bookstaber summons other math/physics concepts as well - not in passing or as metaphors, but as concrete guides to developing agent-based models.
Here is a link to the publisher's page for the book; the first chapter is available as a PDF and I recommend it to anyone interested: http://press.princeton.edu/titles/10972.html
NOTE: I see that PF's excellent automated facility for offering up similar links has found one titled "Agent-Based Simulation for Political Sciences" - alas it got only two replies and relates to political systems exclusively. Even so this suggests that Bookstaber (what a great name, by the way) isn't the only one interested in modeling of this sort for human-driven systems. My hunch is that deeper in the book he will point to research in this area.
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