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Showing posts with label Mackie. Show all posts
Showing posts with label Mackie. Show all posts

Tuesday, 1 August 2017

Sub-part ii of Repudiating Anti-Populism: Summary of Democracy Defended Chapter 2

Summary of Chapter 2 of Democracy Defended

·       The first section of this chapter seeks to “establish further the influence of Riker and his Rochester School”, giving a detailed historical narrative. [23]
·       Mackie makes concrete Riker’s importance in the field: “At one point, Riker had published more refereed articles in the American Political Science Review, the premier journal of the political science profession, than any other figure (Miller, Tien, and Peebler 1996) […] A New Handbook of Political Science (Goodin and Klingemann 1996) cites Riker, his student Shepsle, and co-author Weingast as three of the eleven most frequently referenced authors discipline-wide (31) […]” [23-24]
·       Mackie explains the origins of Riker’s movement: The Rochester school movement “was born when in the 1960s the Xerox Corporation, headquartered in Rochester, New York, richly endowed the University of Rochester to upgrade its social science departments; Riker was hired to do that job in political science, and over time brought the department from nowhere to one of the most successful in the country (279). Among its other contributions, Riker and the Rochester school “used Arrow’s result to question the efficacy of democratic government in producing outcomes that are somehow publicly beneficial,” they say (286).” [24]
·       “Although the Rochester school is not he majority force in the political science discipline, it is the modal force in it.” [25]
·       Mackie starts explicating some of the criticisms that have been made of this sweeping intellectual movement and rational choice theory in general. Mackie thinks rational choice theory has been abused, but he does not seek to condemn it in general terms; he is not on the side of those absolutely hostile to mathematical and economics-influenced political science. “A cover story in The New Republic, “Revenge of the Nerds,” was devoted to Riker and his followers (Cohn 1999). I relate, but do not endorse, some of its contents. The article is an attack on rational choice theory in general, which Cohn identifies with Riker and his Rochester school; but that is not quite correct, there is also the Virginia school, the Bloomington school, the left-liberals formerly centred at the University of Chicago, and individuals not otherwise classified […] The insiders are said to maintain a unified front, to cite and to referee one another’s papers, to preach that their approach is the only legitimate method in political science, and to establish litmus tests for faculty hiring, according to Cohn’s disgruntled and anonymous informants. “‘Because they are not as broad-minded, they had the advantage,’ says one senior scholar at Harvard. ‘They’d support any candidate who did rational choice, oppose any non-rational-choice scholars,’” Cohn relates.” [25]
·       Mackie describes the origin of the ‘post-autistic’ economic movement. “In June 2000, economic students in Paris rebelled against their rigidly formalist curriculum. Among the reasons they gave were:
1.)    We wish to escape from imaginary worlds!
2.)    We oppose the uncontrolled use of mathematics!
3.)    We are for a pluralism of approaches in economics!
The students opposed the use of mathematics as an end in itself, deplored the domination of economics by highly ideological neoclassical theory, and they rejected what they called its repressive dogmatism. They favoured intellectual engagement with concrete empirical realities, a pluralism of approaches, and science rather than an obscurantist scientism. The rebellion, which came to be known as the Post-Autistic Economics Movement (www.paecon.net), spread through France, the Continent, the United Kingdom, and the United States. Parallel declarations emerged at Cambridge University and at a Kansas City conference. The French minister of culture appointed a commission to investigate student concerns, which eventually recommended reforms endorsed by the students.” [26]
·       Mackie moves onto explicating the “doctrine of democratic irrationalism” promoted by Riker and his followers. He makes clear once more that he is not opposed to rational choice theory as a research programme: “The theory of democratic irrationalism is a species of the genus rational choice theory, but I criticize the species and not the genus. The theory is one justification for laissez-faire, or perhaps for total anarchism; if successful, my criticism eliminates that irrationalist justification for laissez-faire or anarchism, but not other justifications.” [27]
·       He further expands on his pluralist philosophy of political inquiry and gives further endorsement of formal methods in political science: “I see the study of politics as an interpretive enterprise. A plurality of methods contributes to that enterprise, and the methods of rational choice theory are especially but not exclusively useful for describing and explaining some collective actions, strategically interdependent actions, and the character and consequences of voting rules. Although the terms are used informally and interchangeably, social choice theory is simply the formal description of economic and political aggregation, and is indispensable even if some of it is sterile and scholastic. I cannot imagine doing without noncooperative game theory which in the right hands yields rich insights into social life, along with testable, and supported, predictions (for example, see Mackie 1996); although some formal work is irrelevant and some applied work is unimaginative.” [27]
·        Mackie makes an important point about assumptions of egoism necessary for the models not necessarily implying that one believes that humans are egoistic: “Although many rational choice practitioners believe that their method requires the assumption of egoism, it need not, and I wholeheartedly reject the assumption that humans are exclusively motivated by egoistic concerns. I agree with Elster’s Davidsonian account of rational choice theory in the narrow sense, as an initial assumption, in interpreting individual human action, of the consistency of beliefs and of desires; and I agree with his claim that there is no alternative to it as a set of normative prescriptions (Elster 1986a).” [27-28]
·       “The scientistic aspirations of the Rochester school are dashed by Green and Shapiro’s demonstration of methodological pathologies such as post hoc theory development, vague or slippery predictions, and selective use of evidence. These pathologies are not necessary implications of the use of formal models in political science, however.” [28]
·       Mackie clearly has concerns with the power of rational choice theory in political science, in comparison with other methodologies: “If the effect of rational choice on the study of politics is to keep too many scholars and students away from historical knowledge, contextual understandings, exposure to multiple cultures, broadminded appreciation of human motivations, the formulation and testing of competing hypotheses, or the facts and feelings of politics, then its costs would exceed its benefits.” [28]
·       Mackie finally speaks explicitly about ideology and the inherent fraudulence and philosophical wrongheadedness of the ‘positivist’ methodology in the social sciences: “Although there are socialists and left-liberals who do not contest Riker’s irrationalist [democratic irrationalist] theory, its primary appeal is to the economic right. Public choice theory, in the narrow sense of the term, is the assertion by the Virginia school that government should be limited in order to avoid damaging policies enacted by self-seeking interest groups, politicians, and bureaucrats, and the assertion by the Rochester school that government should be limited because democratic outcomes are arbitrary and meaningless. Shapiro (1996, 43) remarks that “the implicit counterfactual in this tradition is that private action is essentially benign,” rather than anarchic chaos. For the public choice tradition, says Shapiro, collective action is only necessary in instances of market failure, but there is no rational way of organizing collective action. Remarkably though, as I shall later show in detail, the Arrow theorem applies to the market, there are strong analogues to the political chaos theorems in economic theory, and the market, too, is subject to strategic misrepresentation of preferences.” [30]
·       “It might seem curious that irrationalist theory cavils at hypothetical and unproven deviations from the democratic ideal of equal influence in politics, but neglects actual and proven distortions such as the campaign finance problem in the United States (Drew 2000). Kutner (1996, 347) claims that “Public Choice theory is almost entirely silent on the disproportionate purchase of influence by big money.” The irrationalists do not criticize democracy in practice, I surmise, because practical defects are remediable. The remedy may be difficult to accomplish or involve an unacceptable tradeoff with other values, but remedies are conceivable. Riker’s point is not that democracy is imperfectly approximated in practice. Riker wants to establish that democracy has defects that are irremediable in principle (also see Weale 1999, 140).” [30]
·       “My defense does not pertain to the whole of democracy and liberalism. Rather my attention is confined to a single question of major importance: the possibility of accurate and fair amalgamation of opinions and wants.” [31]
·       Mackie begins to explore Riker’s writings in more detail:
“Riker’s (1982) volume opens with a discussion of the normative features of democracy (adapted, with radical changes, from his 1953 book on democracy in the US). Riker tells us that the democratic ideal is one of individual self-realization and individual self-respect. The democratic method is the free and equal participation of each citizen in the political life of the community. Hitherto democratic theory has assumed that democratic ends (ideals) can be attained by democratic means (or methods), but Riker says that this assumption may or may not be true. Social choice theory will help us decide whether or not the assumption is true, whether or not democracy is unattainable. The Platonic and Marxist conceptions of justice were not attainable, he says, because in each case the means could not reach the end. The same question should be asked of democracy as of those conceptions of justice: do its means attain its ends? […]
There are two interpretations of voting, the liberal and the populist, which Riker implicitly treats as exhaustive and exclusive. Warning: Riker’s usage of the two terms is idiosyncratic, polysemic, and inconsistent at crucial points in his argument. The liberal view is Madisonian, Riker maintains at this point in his narrative, and the populist view is Rousseauvian. Riker eventually concedes that his liberalism would not be endorsed by Madison, and I will shortly show that his populism would not be endorsed by Rousseau. The liberal view, says Riker, is that the purpose of voting is to control officials, and nothing more. Madison, he writes, held it necessary that republican government derive all of its powers directly or indirectly from the great body of the people, and sufficient that it be administered by officials who hold office for limited periods (Federalist No. 39, in Hamilton, Jay, and Madison n.d. (1937)/1787). […] All democrats accept the necessary condition, but only Riker’s “liberal” democrats accept the sufficient condition, he claims. […] Populism assumes popular competence, that the electorate is right. Liberalism assumes that the electorate can change officials only if many people are dissatisfied or hope for a better performance. All liberalism requires is that officials can be rejected by election; however, in order to avoid rejection, officials do act so as to avoid giving offense to future majorities; the union of those many possible future majorities is often most of the electorate, hence liberal officials are approximately agents of the people, and thus liberalism satisfies the democratic ideal of self-control, Riker concludes.
For the populist, according to Riker, liberty and hence self-control are obtained by embodying the will of the people in the action of officials. Rousseau is the exemplar, or perhaps the demon, of populism. Rousseau posited a general will that is the objectively correct common interest of the incorporated citizens, which is computed by consulting the citizens, Riker claims. “What the sovereign people, when speaking for the public interest, want is justified because the sovereign people want it and because it is their liberty” (12). […] The hurried reader might reject populism as portrayed by Riker because it is so painfully obvious that democratic decisions can be factually and morally mistaken. Who could be so silly as to believe that actual democratic decisions by definition precisely carry out some “general will” and thus that they are always true or right? The hurried reader would be attracted to Riker’s liberalism which, at this point, requires only that the decisions of democratic officials approximately satisfy the opinions and desires of the people. The hurried reader would be mistaken.” [31-33]
·       Mackie corrects Riker’s misrepresentation of Rousseau:
“As is well known, Rousseau distinguished the general will from the will of all […] The general will, true or right, is independent from the will of all, which can err in attaining the general will. The will of all, actual democratic decision, might err because it is mistaken about some fact of the matter, or might err because it aggregates partial interests rather than judgments about the general interest […] Thus, for Rousseau, and for the younger Riker, actual democratic decisions variably approximate rather than define the general will or public good. The democratic public good is defined independently from the output of actual democratic procedures, these days perhaps as the output of an ideal procedure, or by subjective utilitarianism, or by objective measures of welfare such as of health, nutrition, longevity, or by appeal to ethical intuitions, or by secular extension of religious revelation […] Riker’s populism is an absurd doctrine, one not even endorsed by its supposed champion Rousseau. Why is Riker tempted into this error about Rousseau? In his first chapter he maintains that his liberalism approximates the public good, and if it were sufficient for populism only to approximate the public good, then his distinction between liberalism and populism would collapse. If there were no distinction between the two, then Riker’s argument against the populism he wants to attack would apply as well to the liberalism he wants to defend; and then the final conclusion, according to Riker himself, would be that democracy is wholly indefensible (241).” [33-34]
·       Then there is “the third source of error in identifying the general will: the basic problems of aggregating opinions and desires introduced in the previous chapter. Because different voting systems may yield different outcomes from the same profile of individual voters’ preferences, he argues democracy is inaccurate. Different methods of aggregating individuals’ fixed choices may yield different group choices. Furthermore, although one or more voting rules may be better than other voting rules in a particular setting, there is no one uniquely justified voting rule across settings. Finally, from the outcome of any vote it is not possible to infer enough about citizens’ preferences to determine whether that outcome is a true and fair aggregation of those preferences. Next, Riker continues, given a fixed voting system, then democracy is meaningless: the outcome of voting is manipulable, and it is not possible to distinguish manipulated from unmanipulated outcomes because of the unknowability of private intentions underlying public actions. […] the Arrow’s theorem shows more generally that, assuming all logically possible individual orderings over alternative social states, no method of aggregating individuals’ transitive preference orderings guarantees a collective preference ordering that is transitive. Therefore, even the same method of aggregating individuals’ fixed choices may yield different group choices, as the choice arbitrarily or manipulatively cycles from one alternative to the next. Associated with the possibility of cycling are the possibilities of unfairly manipulating the outcome by means of strategic voting, agenda control, and introduction of new alternatives or dimensions to the issue space.
The liberal interpretation of voting, says Riker, accepts that democratic voting and discussion are inaccurate and meaningless. The only democracy that withstands the scrutiny of “modern political science” (Riker and Weingast 1988, 396) [LOOOOOOL] is the liberal institution of regular elections that permits both the rejection of tyrannical rulers and the “circulation of leadership” (Riker 1982, 253), preferably supplemented by the liberal constraints of divided government […]
One problem with Riker’s “liberal” justification of voting is that his proposed constraint is no constraint at all and thus officials would do as they please (see Cohen 1986, 30). True, if there is a random chance of getting a ticket for driving faster than the speed limit, then my speeding is constrained. But if there is a random chance of getting a ticket whether or not I am driving faster than the speed limit, then I will do as I please.
In the first chapter of the volume, Riker’s liberalism approximates the public good (11); but in frank contradiction by the last chapter of the volume there is no such thing as a knowable public good, the connection between the democratic electorate and its officials is random, and Riker has to admit that Madison would not endorse his conception (242-243). […] The instrumental and negative purpose of participation, to restrain oppressive rule, is thwarted under the liberal interpretation fo voting, because the removal of officials is not only imperfect, but wholly random, and officials are thus unrestrained. The intrinsic and positive purpose of participation, to further the individual’s self-control, is thwarted, because there is no knowable relationship between the individual’s vote and the collective outcome. Liberty is unguarded, because there is no effective restraint on officials. Equality is mocked, because any one decision can be unfairly manipulated, and hence all decisions could be unfairly manipulated, if the older Riker’s argument is correct.
[…] We need not be cornered by Riker’s definition of “populism,” however. We are free to adopt a more standard view, that it is sufficient for the outcomes of actual democratic procedure to approximate a democratic ideal of the public good. In this volume I will endeavor to show that, in principle, democratic procedures adequately approximate the public good.
If the reader is a bit vague about the distinction between populism and liberalism, some concrete examples may help. A present-day manifestation of populism, according to Riker in 1982, is Marcus Raskin of the American New Left, and a present-day manifestation of liberalism is William Rusher of the American New Right. Populism is typified by American progressivism and Franklin Roosevelt’s New Deal (Riker 1982, 63), and Riker’s liberalism would roll back progressive-era and New Deal reforms and re-establish the minimal state of the Gilded Age (Riker and Weingast 1988).” [SO MUCH FOR VALUE-FREE, EH?] [34-36]
·       Mackie reviews and criticises Riker’s “basic argument pattern”:
“Riker’s several lines of attack against the populist interpretation of voting all ultimately depend on the following pattern of argument:
(1)   Because of cycling, strategic voting, agenda control, and multidimensional issue spaces, it is possible that the outcome of any one vote can be manipulated.
(a)    If underlying preferences must be indirectly inferred, then it is possible in any one instance of voting for there to be undetected manipulation;
(b)   Revealed tastes, actual choices such as votes, are directly observed, but true tastes, the underlying preferences, must be indirectly inferred;
(c)    Undetected manipulation is possible in any one instance of voting.
(2)      
(a)    If undetected manipulation is possible in any one instance of voting then it is possible in all instances taken together;
(b)   Undetected manipulation is possible in any one instance of voting (1c);
(c)    Therefore, in all instances taken together, underlying preferences cannot be inferred from votes.
(3)    
(a)    If underlying preferences of individuals cannot be known, then it is impossible to aggregate such preferences;
(b)   Underlying preferences cannot be known (2c);
(c)    Therefore, it is impossible to aggregate underlying preferences; any such claim is meaningless.

Notice that by substituting “communication” for references to voting in (2), the amended argument would prove the “meaninglessness” of all communication, including political discussion.
Riker claims not only that undetected manipulation is possible (1c) but also that it is frequent, but the frequency claim is not essential to his argument. Moreover, the frequency claim verges on self-contradiction: if true preferences cannot be known (2c), then it would not be possible for any observer to estimate the frequency of manipulation. Also, the claim that actual choices are directly observed but that underlying preferences must be inferred (1b) is heuristic in some investigations but it is not fundamental […]
Nevertheless, we may for the sake of argument grant Riker his claim that preferences are inferred from choice (1b). His fatal error is the move from the claim that undetected manipulation is possible in any one instance to the claim that in all instances taken together it is therefore impossible to infer preferences from choices (2a). I will argue that (2a) is defective and thus that (2c) does not follow; it is false that in all instances taken together, underlying preferences cannot be inferred from votes. What does my conclusion do to the claim that it is impossible to aggregate preferences? Riker’s third argument is that if underlying preferences are unknowable, then it is impossible to aggregate such preferences (3a), or if p then q. I say that underlying preferences are knowable, not-p. In the present context, then, I do not show generally that it is possible to aggregate preferences. I only show here that if it were impossible to aggregate preferences then the unknowability of preferences would not be the reason for such an impossibility.” [37-39]
·       “Riker’s claim is that if communication is limited to voting choice, then it is impossible to know underlying preferences. This may be so for each of our votes taken alone, but from that it does not follow that it is so for all of our votes considered together. A series of votes on similar issues would begin to generate enough data to allow inference of underlying preferences, presuming that the individual level logically consistent beliefs, their correspondence to objects, and transitively consistent desires, that are sufficiently similar.
For example, suppose that we observe that a legislator votes for alternative C over alternative B in the first stage of a plurality runoff among alternatives A, B, and C, and that alternative C wins the most votes in the first stage. Then in the runoff between C and A we observe that the legislator votes for A, and that A is victorious in the runoff. So far, we have observed that the legislator chooses A > C > B. The next day a binary vote arises between alternatives B’ and C’ and the legislator votes for B’ over C’, contradicting yesterday’s vote for C over B. At this point an observer can generate a number of hypotheses. Perhaps the legislator blundered or is irrational. If we assume that the legislator’s actions are rational, then one plausible hypothesis is that his true preference is B over C and that yesterday he was engaged in strategic (also termed “sophisticated”) voting: the legislator and his allies knew that the chamber’s distribution of preference orders was such that if they voted sincerely for B in the first stage B would go into the runoff and defeat A their more favored alternative, so they strategically voted for C in the first stage. Contrary to Riker, the possibility of manipulation has not obscured our inference of the legislator’s underlying preferences, rather, just the opposite, our knowledge of the possibility has enabled the inference of preference ranking. Now suppose that that we are able to make a third observation and a fourth observation: the legislator votes for B’’ over C’’ and B’’’ over C’’’. That strengthens the hypothesis that the legislator’s true preference is B over C.
The foregoing is merely from assuming internal consistency of desires and understanding the logical properties of voting rules. Considerations of external consistency may improve the inference of an individual’s preference rankings. Suppose that alternative A is for high social-security payments, B is for medium social-security payments, and C is for low social-security payments. Then on the first day’s vote we would be able to hypothesize that voting for C over B was strategic: although there may actually be occasional contexts where it makes sense to prefer high payments to low payments to medium payments, generally someone will prefer high over medium over low. Or suppose that alternative A is aid to the third world, B is labor organizing rights, and C is costly imperialist war memorials. From what we know about the coherence of ideologies we are again able to hypothesize immediately that the legislator’s true preferences are A > B > C and that his vote for C (imperialist war memorials) over B (labor organizing rights) was strategic in nature.
[…] Finally, public discussion of surrounding the votes provides even more data with which to “triangulate” on a reading of others’ underlying preferences. Suppose that when the legislator voted for C over B he said out loud in a speech that his true preference is for B over C and that his vote was strategic in order to thwart the unfair attempt by the opposition to manipulate the outcome via agenda control. His announcement itself could have been a strategic lie, but it is a piece of evidence that gains strength from other considerations, for example if he later votes for B’ over C’, or if he is known never to lie about such things. […]
The sceptical political theorist infers preferences behind choices in every human situation, evne, as it turns out, in making his case against the possibility of doing so. Riker uses the very methods of inference I have recited in his case studies that purport to demonstrate pervasive political disequilibrium and obscurity of preferences. I will argue that Riker’s inference of preferences in each of these cases was clearly mistaken, but that does not change my point against him on the knowability of preferences. My point is the transcendent one that he must assume that preferences are knowable in order to attempt his demonstration that they are not. Further, the fact that I am able to present reasoning and evidence that supports one hypothesized set of underlying preference rankings and undermines another hypothesized set of preference rankings shows again that inference of underlying preference from surface manifestations is not only possible but also normal and uncontroversial everyday occurrence. […]
Riker’s […] analysis of the Powell amendment makes an implicit auxiliary assumption that elected representatives represent the interests of their districts. He goes on to confidently identify five “natural political groups” (!), almost the exact number of representatives in each group, and the preferences of each group over three alternatives (Riker 1986, 118-122). He seems to have forgotten, among other things, that on his account there is no such thing as a district interest that could be discovered by electing a representative. It is a delicious irony that his analysis is forced to assume that Congressional districts have identifiable interests […] In his attempts to show the empirical relevance of Arrow’s logically possible result, Riker is forced to assume the empirical irrelevance of Arrow’s result. In another analysis, of the Wilmot Proviso, Riker confidently identifies eight factions and proposes an inference of the preferences of each over three alternatives: “There were not enough votes to ascertain preference orders, but it is easy to guess what they were” (Riker 1982, 227). Finally, from minuscule data in an obscure letter written 1,900 years ago by Pliny the Younger, Riker is able to identify and estimate the strength of three factions in the Roman Senate on an issue, involved in a process of voting that resulted in the socially better outcome, despite rampant manipulation […] There is one unfortunate difference between the sceptical philosopher and the sceptical political theorist. The philosopher would be ignored if he recommended that human institutions be designed as if his conclusions were true, but the political theorist might wrongly be heeded.” [41-43]


Friday, 28 July 2017

Part II of my Repudiating Anti-Populism Series: Chapter Summaries of Gerry Mackie's magisterial Democracy Defended: sub-part i: summary of chapter one

Summary of Chapter 1 of Gerry Mackie’s Democracy Defended, “A long, dark shadow over democratic politics”

·       Mackie starts the book by highlighting a minor ‘paradox’ relating to the role of democracy in the world as of 2003 (could be written now, more or less): whilst ‘representative democracy’ seems to be the most successful system of government in the world – on the march for decades, only now experiencing a deceleration – it has, in this period of its greatest triumph, come under considerable attack by liberal political theory produced by academics holding citizenship in the exemplar democratic states.
·       “I do not know why, but from the beginning academics have tended to be more disdainful of democracy than are, say, the demos” [2]. This is a very stupid sentence. It’s a silly claim (sweeping vague claims like that are always silly because their truth conditions aren’t clear (people can reasonably disagree on whether datum x is a truthmaker for such claims), meaning that disagreement about truth value is intractable), and, even if you assume that the claim is ‘true’, there’s a very obvious candidate theory.
·       Mackie’s quick summary of 20th Century academic attitudes to democracy:
“The US had more of a democratic tradition, personified by Dewey. Dewey’s most influential rival was Lippmann, who argued that the citizenry is ignorant and that experts must rule in spite of the “democratic fallacy” (Wiebe 1995). In Europe during the interwar period Lindsay (1935) and Barker (1951) were virtually alone as academic defenders of democracy. In the period after World War II, an exhausted conformism in American culture was accompanied by an empirical democratic theory that apotheosized the “beneficial apathy” of the citizenry, and by positivistic animosity to normative theory; Dahl (e.g., 1956) was nevertheless a milestone in democratic theory. In this period, although little good was said about democracy, not much bad was said about it either. The revival of liberal political theory following Rawls (1971) was kinder to democracy, but was much more liberal than democratic: for Rawls (1993, 231-240), the Supreme Court is the exemplar of public reason, not the parliament, not the people. After Habermas (1984; 1987), an emphasis on the transformation rather than the mere aggregation of preferences stimulated wider academic interest in democracy (Elster 1986b; 1998). A robust normative democratic theory, primarily but not exclusively on the theme of deliberation, is beginning to appear.” [2]
·       Mackie introduces the primary subject matter of the book:
“Although democratization is the main trend in the world today, the main intellectual trend in American political science is the view that democracy is chaotic, arbitrary, meaningless, and impossible. This trend originated with economist Kenneth Arrow’s impossibility theorem, which was applied to politics by the late William Riker, political scientist at the University of Rochester. The earlier academic attack on democracy by Mosca, Michels, and Pareto was revived with fashionable new methods. Riker had great organizational resources, and used them to promulgate a particular interpretation of Arrow’s theorem, to further elaborate a doctrine he called “positive political theory” (“scientific,” rather than “ethical”), and to recruit and place his students far and wide.
Riker calls populist any democratic theory which depends on a systematic connection between the opinion or will of the citizens and public policy, and liberalist any democratic theory which requires only that voting result in the random removal of elected officials. Riker rejects populist democracy as infeasible, and offers his liberalist democracy in its place. What almost everyone means by democracy is what Riker calls populist democracy; and, I shall argue, Riker’s liberalist alternative fails, descriptively and normatively. […] Riker’s irrationalist doctrine emphasizes principled failings of democracy and recommends a constitutionalist libertarianism and the substitution of economic markets for much of political democracy (Riker and Weingast 1988).
[…] The proposition that democratic voting is arbitrary and meaningless can be used not only to justify a constitutional libertarianism such as Riker’s, it can also be used to justify a dictatorship that appeals to the values of stability and order. The irrationalist doctrine is taught in America’s leading political science departments, law schools, and economics departments. Students absorb these teachings, and then move on to join the political and economic elites of the world. I shudder to think of the policies demanded in the international consultancies and financial agencies and the national treasury departments of the world by people who were taught the findings of Arrow as interpreted and expanded by Riker’s school of thought. I worry that authoritarian movements might find comfort in Riker’s (1982) irrationalist credo, Liberalism against Populism. One purpose of my work here is to show that Riker’s irrationalist doctrine is mistaken, and thereby to restore democracy as an intellectually respectable method of human organization.” [2-4]
·       Mackie’s first introduction of social choice theory, a sketch of the “problems of voting” (the text has tables to help the reader but they are just the standard ones you can find on Wikipedia, so I feel no contrition for excluding them (this section probably didn’t need summarising precisely because of the abundant online resources on this simple maths but I’m doing it anyway, in the interests of ‘comprehensiveness’)):
“Ordinary majority rule seems to the most natural, or commonsensical, way of voting […] When there are three or more alternatives there can be problems with majority rule. If there are three candidates, and none receives a majority, then there is no winner, and the method is incomplete. Perhaps without too much thought we might turn to plurality rule as a simple extension of majority rule: whoever gets the most votes, even if short of a majority, is the winner.
[…] There can be a problem with simple plurality rule, however. Suppose that there are three candidates A, B, and C in an election, and 100 voters. For simplicity, everyone has strong preferences [here Mackie is stating a crucial formal assumption of all this theoretical work in social choice theory, along with decision theory (there can only be decisive preference or indifference, no shades)]. Faction 1 is made up of 40 people, and ranks the candidates A > B > C. Faction 2 is made up of 35 people and ranks the candidates C > B > A. Faction 3 makes up 25 people and ranks the candidates B > C > A. With plurality rule, everyone casts a vote for their first-ranked alternative. […] A would win by plurality rule, even though 60 percent of the voters are against A. […]
Borda wrote on the theory of elections in 1784 (see Black 1958; McLean and Urken 1995). Borda noticed this defect with plurality rule, and proposed his method of marks, which we shall call the Borda count, to remedy the defect. Borda thought we should count whether alternatives are ranked first, second, third, and so forth. He proposed that [for n alternatives we should assign n – x points to each voter’s x-ranked preference, i.e. such that the first-ranked preference always gets n – 1 points and the last-ranked preference always gets 0 points (n n). A quick calculation shows that the ‘Borda method’ outputs candidate B as the winner in our example set up above, which seems to most people like the ‘right result’ (seeing as no faction places B last).] [What you just read is not really a paraphrase of Mackie; he takes several more sentences to explain the method since he avoids algebra (and he shows the Borda count calculations on the page)]. […]
Condorcet, another French thinker, wrote on the theory of elections in 1785 (see also McLean and Hewitt 1994; McLean 1995). Condorcet proposed as a criterion that the alternative that beats all other alternatives in pairwise comparison should be the winner. In our example, examining the italicized cells in the matrix, B > A, B > C, and C > A, or B > C > A. In this example (and in most practical circumstances) the Condorcet winner and the Borda winner coincide. They need not, however. Condorcet objected to the Borda method on the ground that it is possible for it to violate a condition that later came to be called the independence of irrelevant alternatives [my italics (assume in future that they’re his italics unless mentioned like this)]. [Imagine another three-candidate scenario where the first faction of 51 ranks A > B > C, the second faction of 35 ranks C > B > A, and the third faction of 14 ranks B > C > A.] By the Condorcet method, the social ranking [in the scenario you just imagined] is A > B > C, the same as the ranking of the faction with the slender majority of 51. Observe, however, that A is the last choice of 49 voters. The Borda method takes that into account and reports a social ranking of B > A > C. The dispute is this: Condorcet insists that in pairwise comparison A beats every other alternative, Borda insists that B gets more votes over every other alternative than does any other alternative. The Borda method violates the independence condition because in deciding the social ranking between two alternatives X and Y it takes into account individual rankings of alternatives other than X and Y, such as between X and Z and between Y and Z [as soon as I learned about this condition, I thought that it was silly and that its violation by the Borda method was a non-issue; as we will see, Mackie 100% agrees with me on this and uses it as his most serious objection to Arrow himself (as opposed to Riker’s interpretation of Arrow), since, of the ‘crucial’ conditions for a rational voting system set up by Arrow, the Borda count only violates IIA. Unfortunately, the reason Mackie wrote his book is that most in the field don’t think IIA is silly (probably there’s a big selection effect at play, since the Impossibility Theorem is virtually the central monument (‘crowning glory’) of political ‘science’ and the person who thinks it’s of very little significance is much less likely to go into this field)]. […]
There’s also a problem with the Condorcet method, however, known as Condorcet’s paradox of voting. Suppose there are three (or more) alternatives and two (or more voters). Given three alternatives, there are six possible strong preference rankings […]. Given three voters, one each with cyclical rankings [A > B > C, C > A > B, and B > C > A], the result of voting by the Condorcet method over three alternatives is inconsistent, that is, A beats B, B beats C, and C beats A [this is called intransitivity]. […] Arrow’s possibility theorem can be understood as a generalization of Condorcet’s paradox, applying not just to simple voting but to any social welfare function that aggregates individual orderings over alternative social states. The Arrow theorem requires that the social ranking be transitive, not intransitive as is the cycle. The Borda method would count the cyclical profile in this paradox example as a tie, A ~ B ~ C, and thus would not report an intransitive social ranking, but the Arrow theorem also requires that a voting rule not violate the independence of irrelevant alternative condition, thus disqualifying rules such as the Borda count [I just said this]. Historically, Arrow’s theorem is the consequence of noncomparabilist dogma in the discipline of economics, that it is meaningless to compare one person’s welfare to another’s, that interpersonal utility comparisons are impossible [this is an explanation of the one consideration used to defend the non-silliness of IIA].
Cycling is one problem with Condorcet voting. A second, and related problem, could be labeled path dependence. What if there were first a vote between A and B, which A wins, and second a vote between A and C, which C wins? It seems that we have voted over all three alternatives and that we have a winner, C. We neglected, however, to vote between C and B, which B would win, and which would have disclosed the cycle to us. Unless we take pairwise votes over all alternatives we might not notice the cycle, and normally we don’t take all pairwise votes. To make things worse, what if Louis controlled the agenda, and arranged for that order of voting, A against B, and then the winner against C? Then Louis would have manipulatively brought it about that his first-ranked alternative, C, won, arbitrarily, and voters Huebert and Deuteronomy might even not have noticed.
A third problem is strategic voting. Suppose again that we have a cycle as above, and an agenda as above, A against B and then the winner against C. Then Huebert would have an incentive to vote strategically in the first round: rather than sincerely voting for A over B, Huebert strategically votes for B over A. B wins the contest in the first round, and beats C in the second round. By voting strategically, Huebert has avoided the victory of his third-ranked alternative C and brought about the victory of his second-ranked alternative B. Inaccuracy is a fourth problem. I showed already that the Borda and Condorcet procedures can select different social outcomes from the same profile of individuals’ preferences. If apparently fair voting rules each select a different public good from the same voter profile, then arguably the public good is arbitrary. Inaccuracy, agenda control, and strategic voting also raise the possibility that a social outcome might tell us nothing about the sincere individual preferences underlying the outcome. Based on these and further considerations, Riker’s hypothesis is that democratic politics is in pervasive political disequilibrium.”
·       The next section of the chapter is Mackie’s “hall of quotations”. In order to establish that there really is a serious “trend to democratic irrationalism in academic opinion”, he includes a long series of supporting quotations from texts written since the 1960s by economists, sociologists, historians, legal theorists, political scientists and philosophers. I’ll take the top quote from each of the six pages, to give you a taste of the taste that Mackie gave me (to prepare yourself, you should know that all these quotes are very stupid and often vaguely insane-sounding, and it annoys me that so many academics are this dumb)[1]:
“The fall of the Weimar Republic and, more broadly, the collapse of many other constitutional democracies with the rise of fascism and bolshevism in the interwar period alerted the [political science {Mackie’s brackets; mine will be curly for the moment}] discipline to the terrible consequences of unstable democracies. Later, Arrow’s impossibility theorem, a key instance of incisive analytical work on the core problems of liberal regimes {????}, set forth the theoretical challenge in stark terms {no it didn’t, it’s maths}. Instability is an immanent feature of liberal democracy. Under broad conditions, majority rule leads to the cycling of coalitions and policy; only nondemocratic practices can alleviate this deep tendency, convoking a tradeoff between stability and democracy.” [Katznelson and Milner 2002, 17-18]
“How can we define and give expression to the collective wishes of a community? Arrow’s argument shows that our intuitive criteria for democratic decision cannot in fact be satisfied… Put crudely, what Arrow has done is to show that strict democracy is impossible {very crude!}.” [Runciman 1963, 133]
“Arrow’s contribution provides incontrovertible support for market process and encouragement for those who seek to constrain the range of collective choice to the limited functions of the minimal state {yes, that comes straight out of the maths!}.” [Rowley 1993, xiii]
“Accurate preference aggregation through politics is unlikely to be accomplished in the light of the conundrums in developing a social welfare function.” [Riker 1982; Arrow 1963/1951]
“The rhetorical convention of discussing “the majority” makes no sense {ummm….}. When there exists a modest diversity of preference, which is, after all, the bare necessity for political controversy, then cycles are ubiquitous – there are “too many majorities.” {As we’ll see, this is actually a total falsehood.} The actual social state chosen by the legislature is determined, not by some process that yields an alternative presumably better than all the rest, but by the order in which the alternatives arise for a vote. The absence of an equilibrium implies that the person in control of the agenda (e.g., a committee leader) can bias legislative choice in favour of his or her most preferred alternative. Thus, there is a fundamental arbitrariness to social choice under majority rule… Similarly, strategic voting, typically secret, is always possible… Although strategic voting occurs often, it is hard to discover… All of this shows that the notion of a “will of the people” has no meaning {What’s your philosophy of language?}… In modern political science… electoral majorities are seen as evanescent, and the legislator himself as a placeholder opportunistically building up an ad hoc majority for the next election… Knowing as we do that decision are often, even typically manipulated {stop lying}, but being unsure just when manipulation occurs, we are forced to suspect that every outcome is manipulated… Our examples show that this problem actually arises in practice.” [Riker and Weingast 1988, 393-396, 399]
“The various paradoxes of collective decision making seriously challenge the presumption that legislative changes generally represent welfare improvements, even in the de gustibus sense of reflecting changes in public taste {completely redundant Latin?}. Enactments that instead reflect mere cycling, or changes in the agenda setter or in political tactics, may better be viewed as random and purposeless from the social welfare perspective.” [Shaviro 2000, 68]
·       Mackie’s comments on the quotations: “Notice that people seize on the disequilibrium results in order to promote their more favored and demote their less favored institutions. Tribe uses the results to elevate the judicial over the other branches of government; Tushnet observes that the judiciary is just as tained. Rowley, and Shepsle and Weingast, upgrade the market by downgrading the government; Wolff would abolish government altogether. Arrow (1997) has recently gone on record that his theorem does not show that democracy is impossible, since it applies to all aggregations of individuals’ preferences, whether by one branch of government or another, and, I wold make clear, whether by government or market. The irrationalist doctrines I criticize are not Arrow’s, they are based on interpretations by others of Arrow’s theorem.
Many influential people suggest that democracy is impossible. The main purpose of this book is to argue against that view."
·       The last section of the first chapter is Mackie’s outline of the book’s contents, chapter by chapter. I will not summarise this summary, for obvious reasons. Somewhat strangely, Mackie includes perhaps the most important table in the book in this final section of the first chapter. This table is basically a summary of Mackie’s key anti-Rikerian empirical findings: a long list of alleged examples of political decisions throughout time and space which instantiate cycling or agenda control, and his own analysis, contradicting this allegation. This table is included below, using images taken from my iPhone.







[1] It’s a shit species we’ve got here. I find it hard to summon any positivity about its instances.