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Natural Kinds

Published online by Cambridge University Press:  16 August 2023

Muhammad Ali Khalidi
Affiliation:
City University of New York

Summary

Scientists cannot devise theories, construct models, propose explanations, make predictions, or even carry out observations, without first classifying their subject matter. The goal of scientific taxonomy is to come up with classification schemes that conform to nature's own. Another way of putting this is that science aims to devise categories that correspond to 'natural kinds.' The interest in ascertaining the real kinds of things in nature is as old as philosophy itself, but it takes on a different guise when one adopts a naturalist stance in philosophy, that is when one looks closely at scientific practice and takes it as a guide for identifying natural kinds and investigating their general features. This Element surveys existing philosophical accounts of natural kinds, defends a naturalist alternative, and applies it to case studies in a diverse set of sciences. This title is also available as Open Access on Cambridge Core.

Information

Figure 0

Figure 1 Diagrams showing (a) US and (b) British beef cuts.

Source: Wikipedia entry "Cut of Beef."
Figure 1

Figure 2 Diagram showing the different relations between the determinable and superordinate kind mass (or massive object) to its determinates and subordinates, some of which may be kinds in their own right, while others may not be (dashed line indicates determinable–determinate relation and dotted line indicates superordinate–subordinate relation).

Figure 2

Figure 3 Schematic representation of a mechanism M1 consisting of entities (X1, …, X4) engaging in activities (ϕ1, …, ϕ4) and organized in such a way as to stably and robustly instantiate certain properties (P1, …, Pn) of the system as a whole.

(cf. Craver 2007, figure 5.7)
Figure 3

Figure 4 Schematic representations of various possible causal structures associated with natural kinds, only some of which involve mechanisms.

(cf. Craver (2009, 583), Keil (2003, 370), Ahn et al. (2001, 63))
Figure 4

Figure 5 Two Venn diagrams showing (a) a hierarchical, noncrosscutting system of phylogenetic categories, and (b) the same system of categories with a crosscutting category (larva) superimposed on it, which includes some but not all members of the original categories as well as some nonmembers.

Figure 5

Figure 6 A schematic illustration of what Hacking calls the “looping effect” when it comes to some social kinds, such as child abuse, showing the way in which the category and the kind interact.

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