The Social Cost Frontier

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13 Responses

  1. Ken Rhodes says:

    Interesting model, Josh. In the graphic representation it depends on “measurement scales” for Liberty and Security, which may be a complicated problem in itself. But the model concept seems like sound math/economics.

    I have to wonder about the region below the frontier. Where liberty and security do not have to trade off, it may still be rational for government to fail to move higher on the Security measure, primarily because of dollar cost. But why in the world would we fail to move farther to the right on the Liberty measure?

    Having written that sentence, I suppose the answer is obvious, though distressing — there are many among us who are not willing to accord liberties to others to behave in ways they find distasteful.

  2. Josh Blackman says:

    Ken,
    Thanks for the comment. As for the scales for Liberty and Security, as well a Social Cost (the red axis), I am not deciding it now. Getting bogged down in precise numbers vitiates the value of this expository model.

    I think your instincts about increasing liberty may be about right, and that directly ties in with how Judges defer to majorities rather than deferring to liberty. I hope to elaborate on that in future works. This initial topic will be more descriptive, rather than normative.

  3. A.J. Sutter says:

    Sorry, but there is a fundamental fallacy here. The curve doesn’t prove anything — it’s just a metaphor for the authors’ thesis that “security and liberty are comparable” and that one “can make judgments about the relative worth of increases (decreases) in security that produce a concomitant decrease (increase) in liberty.” I.e., the conclusion precedes the diagram. Where is the evidence that the curve exists, that it is differentiable, that the “frontier” is relevant, or that it has the shape posited, or that “security” and “liberty” have any useful meaning when each is projected into one dimension? This is, so to speak, an object lesson in reification — and in misleading reification, at that.

    You are also positing a judiciary that makes rational choices about “social cost” rather than decisions that have a political context, and decision-makers who are embedded in that context. John Kenneth Galbraith already pointed out in several works (e.g. The Affluent Society, A History of Economics, The Economics of Innocent Fraud) the convenient fiction in neoclassical economics that political power doesn’t exist. Your importation of the metaphor of costs — and your attempted explanation of judicial decisions on that basis — does economics one better: you’re trying to take the politics out of politics.

  4. Josh Blackman says:

    A.J.
    Thanks for the reply. I recognize that you reject all the premises on which this model is based. Without accepting any of my assumptions, even for the purposes of this thought experiment, I’m not sure what else to reply, other than with this classic quote from The Matrix, in response to your comment of “Where is the evidence that this curve exists?”

    Spoon boy: Do not try and bend the spoon. That’s impossible. Instead… only try to realize the truth.
    Neo: What truth?
    Spoon boy: There is no spoon.
    Neo: There is no spoon?
    Spoon boy: Then you’ll see, that it is not the spoon that bends, it is only yourself.

    There is no curve.

  5. Shag from Brookline says:

    Does this in the post:

    “Both strict scrutiny, and rational basis, attempt to guard the Social Cost Frontier, and keep the law below the curve, in the orange-shaded region. The cases at the margin–along the curve–are often the toughest to decide. The Supreme Court, as an institution, has assumed the role of policing these cases, and making sure that border is seldom reached by nudging cases down.”

    confirm in comment 4 that:

    “There is no curve.”?

    Or is this an attempt at a “fast ball”?

  6. Josh Blackman says:

    Shag, it’s more of a slider, by keeping it down and away.

  7. Ken Rhodes says:

    In re: AJ’s objection, I would say “the curve doesn’t exist as a function in two-dimensional x,y coordinates, but that doesn’t mean it doesn’t exist. The curve is a set of points in n-space.”

    In my initial comment I mentioned that the graphical representation depends on measurement standards for “Security” and “Liberty,” which itself is a daunting challenge. Most likely, those two attributes of a society are not measurable on a one-dimensional scale.

    However, that does *not* negate the concept of a Pareto-optimal bound on the multi-dimensional attribute-space we live in, nor does it require that it be representable in a two-dimensional graph. The graph is merely a simple construct to illustrate the complicated world.

    The proof that there is a Pareto-optimal set of boundary points for the Security-Liberty attribute space is the simple fact that certain actions to increase security seem to occur only at the cost of decreasing liberty. You do *not* have to measure those two things on a single scale (dollar value, for example) to discuss Pareto efficiency. You merely have to recognize that for an individual, there will be tradeoffs that will be favorably received and others that will be rejected. The set of tradeoffs that would be considered “neutral” by a given individual represent the Pareto optimal boundary for that individual.

    The model is proposed by Josh not as the basis for a programming exercise, but as a construct to understand our world. Another challenging step in trying to *apply* the model, rather than merely using it to illustrate the situation, is to try to come up with a method of “averaging” the Pareto optimal sets of individuals. Many individuals would reject any set other than their own, and most would reject any points in a set that were far away from their own. Gaining acceptance of a “compromise set” of boundary points in a large group may be hopeless.

  8. Shag from Brookline says:

    Perhaps a “balk.”

  9. Josh Blackman says:

    Shag from Brookline (Massachusetts I suppose),
    On the topic of baseball, you wouldn’t happen to be a Red Sox fan, would you?

  10. A.J. Sutter says:

    Ken: To pick but one nit out of many available, a set of points in n-space is not necessarily a differentiable curve. If you read Pareto (§ 89 in the Appendice to his 1909 Manuel d’économie politique), you’ll see that his argument depends on differentiability. No one bothers to ask if this makes empirical sense. You can’t establish the continuity of a “Pareto boundary” by ascertaining an individual’s “neutrality” toward a finite number of tradeoff scenarios. You can only assume it (which is what Pareto, Slutsky, Samuelson & al. did in their theory of consumer preferences.) Pareto’s formulation also rests on the assumption that choices are well-ordered, which isn’t empirically justified. As for a common scale between “security” and “liberty” that would allow one to claim, as P/V do and as Josh endorses, that one can “maximize the aggregate welfare of the population” or of any other group, Pareto did indeed have one, “ophelimity”. On top of that you have the intersubjecvtivity issue, since laws aren’t made for individuals, etc., etc.

    As for Josh’s reply @#4: I’m not sure which role you’re assigning to which position, but as the midrash says, let your ears hear what your mouth is saying. If there is no curve, then what does it mean to say it’s “quite illustrative of how courts approach judicial review”?

    This isn’t merely a matter of accepting/rejecting assumptions like one might accept or reject the Parallel Postulate or the Axiom of Choice, because you’re attempting to apply this explanation to real-world events. At minimum, you’re claiming that certain factors (considerations of “social cost”), expressed in low dimensionality and ignoring qualitative differences, are sufficient to explain judicial decisions in a positive sense. You don’t attempt to justify your assumptions of low dimensionality and quantifiability, nor to establish why that’s a better explanation than alternatives, other than by reasoning from the curve.

    Obviously this is more than academic wheel-spinning for you, or a late-night beer-fuelled argument for the sake of fun. You take it seriously enough to publish about it. Your claim that it’s “an expository device” then raises the legitimate question of what’s the narrative you’re promoting. You seem to simultaneously claim and disclaim that courts do reason this way; if you mean to suggest that courts should reason this way, or some other way based on “social cost”, then the fallacies in the style of reasoning ought to be exposed. I admit that especially in that normative context the issue of accepting assumptions does come back into play: disagreement about assumptions is called politics. You can’t wish that away with Keanu Reeves-style faux-zen discourse, much as many might like to.

  11. It’s humbling to read A.J. rationally and persuasively explain what I only intuitively and inchoately think and feel.

  12. Shag from Brookline says:

    To put what Patrick said in baseball terms, A.J. Sutter did a reverse A.J. Burnett shaving cream pie in the face to Josh.

    MA, yes; Red Sox fan, no. Bob & Ray of Boston radio fame had a sports skit that Bob signed off with: “This is Steve Bosco rounding third and being thrown out at home.” Josh, you should have punted (to segue to football). (If you’re interested, I am not a Patriots fan either.)