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- Ingvar Johannson (2001). Species and Dimensions of Pleasure. Metaphysica 2 (2):39-72.
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Fred Feldman is an important philosopher, who has made a substantial contribution to utilitarian moral philosophy. This collection of ten previously published essays plus a new introductory essay reveal the striking originality and unity of his views. Feldman's version of utilitarianism differs from traditional forms in that it evaluates behaviour by appeal to the values of accessible worlds. These worlds are in turn evaluated in terms of the amounts of pleasure they contain, but the conception of pleasure involved is a novel one and the formulation of hedonism improved. In Feldman's view pleasure is not a feeling but a propositional attitude. He also deals with problems of justice that affect standard forms of utilitarianism. The collection is ideally suited for courses on contemporary utilitarian theory.
Against Schmidt-Petri's claim, I argue that John Stuart Mill is committed to the view that one pleasure is higher in quality than another if and only if at least a majority of those people who are competently acquainted with both always prefer the one no matter how much of the other is offered. I support my reading with solid textual evidence; none such is provided by Schmidt-Petri in support of his contrary interpretation that qualitative superiority exists whenever the experienced prefer less of one pleasure to more of another. The decisive objection to this is its incompatibility with the hedonistic requirement that more pleasure ought to be preferred to less, a requirement so fundamental that it would be uncharitable to suppose that Mill lost sight of it in his doctrine of higher pleasures.
I defend these claims: (1) 'Pleasure' has exactly one English antonym: 'unpleasure.' (2) Pleasure is the most convincing example of an organic unity. (3) The hedonic calculus is a joke. (4) An important type of pleasure is background pleasure. (5) Pleasures in bad company are still good. (6) Higher pleasures aren't pleasures (and if they were, they wouldn't be higher). Thesis (1) merely concerns terminology, but theses (2)-(6) are substantive, evaluative claims.
In an article published in Prolegomena 2006, Christoph Schmidt-Petri has defended his interpretation and attacked mine of Mill’s idea that higher kinds of pleasure are superior in quality to lower kinds, regardless of quantity. Millian qualitative superiorities as I understand them are infinite superiorities. In this paper, I clarify my interpretation and show how Schmidt-Petri has misrepresented it and ignored the obvious textual support for it. As a result, he fails to understand how genuine Millian qualitative superiorities determine the novel structure of Mill’s pluralistic utilitarianism, in which a social code of justice that distributes equal rights and duties takes absolute priority over competing considerations. Schmidt-Petri’s own interpretation is a non-starter, because it does noteven recognize that Mill is talking about different kinds of pleasant feelings, such that the higher kinds are intrinsically more valuable than the lower. I conclude by outlining why my interpretation is free of any metaphysical commitment to the “essence” of pleasure.
In his discussion of pleasure, Aristotle assumes the thesis that a perfect activity always and necessarily yields pleasure. The occurrence of pleasure is even presented as a sign that the activity is perfect. But this assumption seems to be too easy. It is possible that we do feel pleasure in activities which are not perfectly performed, and on the other hand, it is not certain at all that I will enjoy a perfect activity. Pleasure falls into the category of what J. Elster has called 'states that are essentially by-products'. Up to a point, Aristotle acknowledges this, but he does not follow this analysis to its final consequences. If one agrees, as Aristotle does, that there is a difference between the perfect activity and pleasure, it should be possible that an activity is perfect without yielding pleasure, or that pleasure will accompany even an activity which is not perfect.
In his discussion of pleasure, Aristotle assumes the thesis that a perfect activity always and necessarily yields pleasure. The occurrence of pleasure is even presented as a sign that the activity is perfect. But this assumption seems to be too easy. It is possible that we do feel pleasure in activities which are not perfectly performed, and on the other hand, it is not certain at all that I will enjoy a perfect activity. Pleasure falls into the category of what J. Elster has called 'states that are essentially by-products'. Up to a point, Aristotle acknowledges this, but he does not follow this analysis to its final consequences. If one agrees, as Aristotle does, that there is a difference between the perfect activity and pleasure, it should be possible that an activity is perfect without yielding pleasure, or that pleasure will accompany even an activity which is not perfect.
Pleasure is one of the strongest candidates for an occurrence that might be good, in some respect, unconditionally. Malicious pleasure is one of the most often cited alleged counter-examples to pleasure’s being an unconditional good. Correctly evaluating malicious pleasure is more complex than people realize. I defend pleasure’s unconditionally good status from critics of malicious pleasure.
I offer an interpretation of John Stuart Mill's theory of higher and lower pleasures in his Utilitarianism. I argue that the quality of pleasure is best understood as the density of pleasure per unit of delivery. Mill is illustrated with numerous beer examples.
A well known paragraph in Mill’s ‘Utilitarianism’ has standardly been misread. Mill does not claim that if some pleasure is of ‘higher quality’, then it will be (or ought to be) chosen over the pleasure of lower quality regardless of their respective quantities. Instead he says that if some pleasure will be chosen over another available in larger quantity, then we are justified in saying that the pleasure so chosen is of higher quality than the other. This assertion is unproblematic.
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