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- Lewis E. Akeley (1927). Wholes and Prehensive Unities for Physics and Philosophy. Journal of Philosophy 24 (22):589-608.
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The assumption that wholes have properties, specifically causally efficacious properties, which the sum of its parts seem to lack, lends support to the argument that wholes are something more than the sum of their parts. The properties of the whole are taken to be the result of the particular arrangement of the whole’s parts. The rearrangement of parts makes new properties emerge for a particular whole. This creates hierarchical ontological levels of properties in an object. My purpose in this paper will be to undermine the preceding lines of thought as valid support for wholes being “over and above” the sums of their parts. I begin by pointing out that the costs of a theory where arrangement entails new, unique and distinct properties for a whole carry two unattractive commitments: a reliance on a scientifically disproved version of early Emergentism and causal redundancy. I, then, present an alternative theory to explain the relationship between the properties of wholes and arrangement: my contention will be that the properties that we attribute to wholes are actually the manifestation of preexisting, but heretofore unmanifested, properties of parts, which manifest only when a specific part comes in contact with another specific part in a particular arrangement. I argue that the properties of a part are all we need to give a complete account for the properties of a whole.
No categories
Atomists explain properties of wholes as compositions of properties of their parts; in particular properties of complex expressions as composed of properties of their parts. Especially, semantic atomists explain meanings of complex expressions as composed of meanings of their parts. Holists deny themselves this way: they insist that at least in some cases properties of wholes are more basic than, or not reducible to, properties of their parts; in particular, semantic holists claim that meanings of (at least some) wholes are more basic than meanings of parts. Now as atomists have composition as the way of getting themselves from the meanings of parts to the meanings of wholes, holists need something to get them from the meanings of wholes to those of their parts. What is usually invoked in this context is the concept of intersubstitutivity, which is, however, not always wholly clear.
I borrow an idea from the fiction of C. S. Lewis that future outcomes may affect the value of past events, defend this idea via the concept of a 'temporal whole' and show its promise as a partial theodicy and its resonance with Christian theism and a robust personalism.
No categories
Whether or not intrinsic value is additively measurable is often thought to depend on the truth or falsity of G. E. Moore's principle of organic unities. I argue that the truth of this principle is, contrary to received opinion, compatible with additive measurement. However, there are other very plausible evaluative claims that are more difficult to combine with the additivity of intrinsic value. A plausible theory of the good should allow that there are certain kinds of states of affairs whose intrinsic value cannot be outweighed by any number of states of certain other, less valuable, kinds. Such``non-trade-off'' cannot reasonably be explained in terms of organic unities, and it can be reconciled with the additivity thesis only if we are prepared to give up some traditional claims about the nature of intrinsic value.
This paper argues that Moore's principle of organic unities is false. Advocates of the principle have failed to take note of the distinction between actual intrinsic value and virtual intrinsic value. Purported cases of organic unities, where the actual intrinsic value of a part of a whole is allegedly defeated by the actual intrinsic value of the whole itself, are more plausibly seen as cases where the part in question has no actual intrinsic value but instead a plurality of merely virtual intrinsic values.
This paper argues that Moore's principle of organic unities is false. Advocates of the principle have failed to take note of the distinction between actual intrinsic value and virtual intrinsic value. Purported cases of organic unities, where the actual intrinsic value of a part of a whole is allegedly defeated by the actual intrinsic value of the whole itself, are more plausibly seen as cases where the part in question has no actual intrinsic value but instead a plurality of merely virtual intrinsic values.
Moore argued that his principle of organic unities, according to which the value of a whole is to be distinguished from the value of the sum of its parts, is consistent with a retributivist view of punishment: both crime and punishment are intrinsic evils but the combination of the crime with the punishment of its perpetrator is less bad in itself than the crime unpunished. Moores principle excludes any form of retributivism that regards the punishment of a guilty person as an intrinsic good. Jonathan Dancy offers a different account of such unities on which, pace Moore, value does not necessarily stay the same from one context to another. This alternative account is defended, but still seems to create difficulties for various forms of retributivism. Key Words: Bentham Dancy Moore organic unities retribution.
I defend the view that there are organic unities mainly by presenting examples of organic unities. I also defend the view against two objections. The first objection appeals to the notion of an evaluatively incomplete state of affairs. The second objection holds that the intrinsic value of a state of affairs can be different in different contexts. I argue that neither objection provides a compelling reason for rejecting these examples.
To what extend can genuinely mereological considerations apply to talk of wholes and parts in discussions of the relationship between individual persons and the social groups, etc. to which they belong?
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