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NATURAL_KINDS


                                             February 2-12, 2021


W.V. Quine's essay on "Natural Kinds" begins
with some excellent observations: our ability      A grasp of similarity is
to percieve "similarity" is fundamental to         necessary for confirmation
our understanding, and is self-evidently an        of induction.
extremely common human capability-- arguably
it's used heavily in language acquistion,              The way I would put it:
where similarities in both the sounds a child          all scientific work
hears and the surrounding circumstances                requires an ability
have to be identified and associated with each         to choose an appropriate
other.                                                 way of categorizing
                                                       data.
    The concept of similarity is,
    however, remarkably difficult to
    pin down in any coherent way--
    what makes one similarity              Quine makes the point that
    significant (or potentially            "similarity" is easily as
    significant) and another an            important as fundamental
    obviously spurious trivialty?          logical concepts like
                                           "not", "and" and "or",
                                           but far more difficult to
                                           talk about precisely.


     Quine tries to shoot down a
     possible criteria of similarity:
     if you have things categorized
     into different sets (according to
     different "properties"), then you
     could count the number of sets        I think this is funny
     that B belongs to that A also         because I've used this idea
     belongs to: could the                 in software design, to
     number-of-sets-in-common be a         avoid randomly choosing
     good proxy for similarity?            photos that seem "samey".

     Quine asserts that a principle
     of set theory is that sets can
     be formed on any and every
     random criteria: if the numbers       The approach can be salvaged if
     of sets involved are infinite         you've chosen a set of "relevant"
     then it would seem to be              properties to use for set
     improbable this proceedure could      formation-- which is to say you're
     be made to work.                      going to consider only a sub-set
                                           of sets along some "sensible"
                                           categorization scheme.
       I have the sense that Quine
       is working up a concept of             That all just pushes the
       a "kind" that's very                   problem around, of course,
       similar to what we might               and (I presume) this is where
       call a "fuzzy set".                    Quine is going: it's an
                                              absolute necessity to work
               In Raku, fuzzy sets are        with some sort of "a priori"
               called "Mixes", which          knowledge of what properties
               might seem puzzling, but       are likely to be important.
               isn't *terribly* so.           "Natural kinds".

       Though rather than focusing on
       the fuzziness of the boundaries
       the initial motivation behind the     Some of the issues on Quine's
       Kind idea seems to have more to       mind have to do with things
       do with that issue of allowed Set     that were common knowledge in
       definitions being infinite.           his world but not in mine:
       Quine is going to restrict the        there's a distinction between
       numbers of Kinds somehow              properties and sets, you see,
       (presumably, naturally).              one is *intensional* and the
                                             other is *extensional*, and
       Or so I presumed: the title           "intensional" and "extensional"
       phrase is not actually used           strike me as properties that
       in the conclusion of the              would only seem natural to the
       essay.                                set of human beings called
                                             Philosophers.

                                       From looking at some other material,
                                       I gather that for Quine the
                                       "extensional" is what you refer to
     Quine also makes an               but the "intensional" is what you
     allusion to _respects_,           mean.  E.g. you might say "prominent
     which evidentally is the          orange psychotics" as a way of
     idea that different               refering to a particular human being.
     things can be similar in
     different ways, in            How that works out to a difference between
     different "respects".         sets and properties, I could not tell you.
                                   Maybe, a property is what you really care
     I don't see how it helps      about, and that determines the division
     to point that out, except     into sets?
     to make it explicit that
     we're casually doing some
     very fancy dancing when
     we identify patterns.



           In the conclusion of the essay, Quine begins musing
           about how in specific fields such as Chemistry the
           idea of "similarity" is very precisely defined.

           He speculates that there might be some way of
           firming up the concept of similarity in general,
           a "cosmic similarity" that's not restricted to
           a particular field.

             There's also some speculation about
             possible fallbacks that might be of
             interest-- one gathers that Quine did     Quine mentions with
             not really believe in his cosmic          approval some examples
             similarity-- could it be that there       from the natural
             are different kinds of similarity,        sciences where
             and, for example, different fields        perception of similarity
             might be classified by the types of       has been adjusted in the
             similarity that seem appropriate for      light of new evidence.
             those fields?
                                                       "Fishes" once included
                     Kinds of similarity,              whales and dolphins,
                     sets of fields.                   now they don't: the
                                                       similarity is regarded
                                                       as superficial and
    So: "Natural Kinds"?  That might be                deceptive.
    a sort of play on words: in the natural
    sciences there's a kind of kinds that              That's an obvious enough
    seems much different than the kinds of             example, I would say,
    kinds that seem natural to us.                     but I hadn't thought
                                                       about it in some time.

                                                      CRYSTALLINE_DEFINITION

                                                      It's not hard to think
                                                      of similar examples:
                                                      spiders were once like
                                                      ants, now they're not.

                                                      So: our understanding
                                                      of the world-- our
                                                      conceptual framework--
                                                      has changed the way we
                                                      percieve it.

                                                      In this case Quine
                                                      approves, there's
                                                      another place where
                                                      he disagees with
                                                      this on principle:
                                                      phenomena first,
                                                      theory afterwards.





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