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In mounting a gentle but firm interrogation into such matters, The Pattern in the Carpet turns out to be full not so much of last things as late things - a mature overview of a lifetime spent fitting objects together in various ways before breaking them up and beginning all over again.
Fitting objects into apertures is an adaptive skill that is incorporated into the design of many tools.
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Ross would argue that something is only a fitting object of a pro-attitude because it is good (1939, 278 9).
According to the most straightforward and ambitious form of the fitting attitude theory of value, to be valuable is to be the fitting object of some evaluative attitude.
For instance, Sidgwick thought that good could be analysed as what ought to be desired, and Ewing maintained that it could be analysed as the fitting object of a pro-attitude.
A. C. Ewing, for example, maintained that the characteristic we have in mind when we think of something as being good is the property it has of being the fitting object of a pro-attitude.
Also, insofar as we believe there to be a God worthy of worship and a fitting object of human love, the appeal to moral skepticism will carry little weight.
According to generic FA theory, by contrast, what it is for something to be good is for it to be a fitting object of some pro-attitude such as desire or approval.
The comparison results indicate that instead of regarding the whole original sea clutter as chaotic series, the chaotic likely component in sea clutter is probably a more appropriate fitting object to be approximated with chaotic models.
He writes with characteristic cautiousness: "I am not sure that 'X is good' could not be defined as meaning that X is such that it would be a fitting object of desire to any mind which had an adequate idea of its non-ethical characteristics" (p. 283).[19] (iii) In an early paper[20] Broad seems to anticipate ideas gaining currency much later among moral and political philosophers.
The translation of such a close-fitting object in a circular tube, and the pressure-driven flows between two surfaces with zero curvature at minimum separation and in a saddle-shaped channel, are considered in a similar fashion.
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