Principios de Taxonomia
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3.5 Artificial Classes and Natural Kindsj55<br />
Some possibilities for selection are noticeably subjective because they reflect<br />
nothing but personal taste, such as the class of ugly looking worms (Ghiselin, 2002).<br />
Other group formations that are ma<strong>de</strong> according to trait resemblance are suspected<br />
of being purely human-ma<strong>de</strong>. These are the class formations that are based on traits<br />
that are objectively measurable in nature; for example, formations of items that<br />
have the same color are grouped into a common class: the class of red objects. Such<br />
classes may be assumed to exist in reality, though the question of reality is disputed<br />
here (Riggs, 1996). There are divergent opinions about whether a class of red items<br />
really exists or whether these classes are also figments of the human mind that only<br />
serve communication with fellow human beings (Goodman, 1956; Armstrong,<br />
1978). The author of this book supports the view that a class of red objects is not a<br />
naturally preset entity but a mental construct although, of course, the red objects<br />
are natural.<br />
The correlation of class formation with natural causes or laws is crucial for the<br />
question of whether classes are natural or human fiction. There are obviously<br />
artificial classes that serve the human need for or<strong>de</strong>r and mutual communication,<br />
and these are obviously not discovered but ma<strong>de</strong>. Such artificial classes do not exist<br />
outsi<strong>de</strong> of our minds. Only the members of the class exist, but the classes<br />
themselves do not exist as natural groups (Devitt, 1991). For example, an artificial<br />
class would be the group of all objects whose names begin with a D. Charles<br />
Darwin,theextinctDodoandallducksformacommonclassaccordingtothis<br />
criterion. Without a doubt, the class of all German citizens that were born on May<br />
1st 1990 is an artificially ma<strong>de</strong> class.<br />
The class of bear<strong>de</strong>d men is also an artificial class because no natural law is broken<br />
or disregar<strong>de</strong>d if a member of the class shaves and becomes be exclu<strong>de</strong>d from the<br />
class (Ghiselin, 1997). Only the human principle of or<strong>de</strong>r forbids the continued<br />
treatment of the shaved individual as a member of the class of bear<strong>de</strong>d men.<br />
However, the principle of or<strong>de</strong>r is not a natural law; the group of bear<strong>de</strong>d men is<br />
an artificial construct that does not in reality exist in nature.<br />
However, there appear to be classes that are not the result of a human sorting effort<br />
because their class cohesion is based on natural causes or laws. These classes are<br />
called natural kinds (Riggs, 1996). Although natural kinds are classes and are hence<br />
based on trait equality, like the artificial classes, and not on relational connections,<br />
like the relational groups (see above), they are not ma<strong>de</strong> by humans.<br />
To make this difference more clear: It is important to distinguish between<br />
nominalistic and realistic classes. Although both are groups of objects whose group<br />
affiliations are based on trait similarity or equality, the former are artificial constructs<br />
whereas the latter are natural. Nominalistic classes are linguistically or mentally<br />
constructed aggregates of objects that are connected by nothing other than the fact<br />
that they fall un<strong>de</strong>r a certain predicate or concept (Kripke, 1980; Putnam, 1975; Riggs,<br />
1996). In contrast, natural classes ( natural kinds ) exist in<strong>de</strong>pen<strong>de</strong>ntly from our<br />
language and our brain activity and would even exist as groups without humans to<br />
sort them. Realistically un<strong>de</strong>rstood natural classes are groups that are based on<br />
natural laws. The trait similarities that unite the members of such groups in natural<br />
kinds permit nomological generalizations.