Hard to convey my excitement at seeing an argument by @ojblanchard1 for a networks perspective on three seemingly distinct kinds of fragility.
This is something that I have worked on for a few years now, and I hope that network theory can really help.
1/
I think it's right that there are commonalities between the fragility of
(i) production when institutions are shocked;
(ii) financial systems when asset values are shocked;
(iii) supply when shipping technology is shocked.
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One perspective that network theorists have been especially interested in is that there is something qualitative about some collapses: it's not just a matter of some things working worse, but the whole system entering a crisis.
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In two papers published in 2014-15, some network theory was brought to bear on the financial crisis. Acemoglu, Ozdaglar, and Tahbaz-Salehi showed that the same structures that are robust to normal shocks are especially bad for the rare large shocks.
Simultaneously, Elliott, @JacksonmMatt and I looked at large stochastic financial networks, and found that diversification and integration can both exacerbate the network linkages that make a network susceptible to crises.
Blanchard emphasizes a similarity between domino effects in financial networks and dominoes of failure in real production. Though the economics is different, this analogy seems potentially fruitful!
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A key ingredient in the analogy is the high complementarity in production memorably discussed by Kremer (QJE 93). Complementarities in production are a huge deal! In finance, a few counterparties failing can destroy you. In production, it might take one small missing part.
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Blanchard and Kremer traced the implications of this when there are large institutional changes. But the aggregation of O-ring production has important implications in crises like the present one, with shortages everywhere.
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Of course, firms optimize against these risks. They maintain inventories and maintain multiple suppliers. What are the aggregate implications? There are two literatures that are relevant here. One is from operations -- e.g.,
There can be severe externalities, and it may not be in firms' interest to make themselves more robust: by correlating the kinds of shocks they are exposed to, they might make more profits but make the system more fragile in the aggregate.
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There are two threads one can follow from this point. One of them incorporates some of these forces into the production functions of a canonical networked production model and analyzes its reaction to (formally small) TFP shocks.
Another thread is more focused on network theory and investigates when we see very large cascades of shutdown. This is more analogous to the financial networks modeling via graph theory, and is studied in this recent paper:
Supply network contagions can look quite different from financial contagions. This is because real complementarities are different: you need *all* inputs to produce (but you can have multiple options for sourcing each of them).
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Seoarately, Matt and have just finished the first draft of a survey trying to trace the commonalities Blanchard emphasized through a network theory lens.
(We're not quite ready to circulate, but I'll tweet soon!)
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We have a hope (which we articulate systematically in the survey) that network theory can help in unifying our understanding of the forces behind sudden, systemic disruptions.
15/15
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This terribly misguided paper is making the rounds.
This thread is to make it common knowledge what is wrong with it.
The basic thing: all modern economic theory allows for a gap between individual maximization and efficiency, whatever you mean exactly by each of these.
The first welfare theorem (individual optimization implies social efficiency) breaks down in the presence of frictions -
e.g., incomplete markets, asymmetric information, externalities, and market power.
Most economics today is about these frictions.
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Now, the paper has some halfhearted recognition of this, but says, effectively
"Well, you know, there is some meta-stage in which institutions are chosen, and economics assumes that this choice will be made to kill all frictions except the efficient ones."
3/
a few notes on it from an economist studying network theory
The striking thing about César's hit 2009 paper on economic complexity is that it doesn't mention eigen-anything and seems surprisingly disengaged from network theory.
The economic complexity index that Hidalgo and Hausman propose in "The building blocks of economic complexity" is a very close variant of Kleinberg's very famous 1999 HITS algorithm.
It's not clear whether they're aware of this connection, but in any case
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economists writing about networks in 2009, such as Jackson, Acemoglu, myself, and many others would have probably written the paper differently --
with a clearer consciousness to our big debt to the prior study of eigenthings as centrality measures!
I don't care at all about homework being done with AI since most of the grade is exams, so this takes out the "cheating" concern.
Students seem motivated to learn and understand, which makes the class very similar to before despite availability of an answer oracle.
2/
It's possible that (A) all the skills I'm trying to teach will be automated, not just the problem sets AND (B) nobody will need to know them and (C) nobody will want to know them.
Notice: A doesn't imply B and B doesn't imply C.
3/
A survey of what standard models of production and trade are missing, and how network theory can illuminate fragilities like the ones unfolding right now, where market expectations seem to fall off a cliff.