Case Systems and Chaos

clayton bartholomew (c.s.bartholomew@worldnet.att.net)
Wed, 05 Nov 1997 07:10:23 +0000

In reviewing the Latin declensions I was struck by the
number of ambiguities in the Latin case system. An
ambiguity is caused when two cases have the same form in
the same paradigm (e.g., neuter nom/acc). Classical Latin
seems to have a lot more ambiguities in the case system
than Greek from the same period.

This evening I was reading *Christianity for the
Twenty-First Century*, by Alexander Men (p50) and came
across the following quote from Norbert Wiener that looks
like a paraphrase of the second law of thermodynamics:

". . . the universe and all the closed systems it contains
tend naturally to be used up and to lose their definition,
and tend to pass from a less probable to a more probable
state, from a state of organization and differentiation
where there are distinctions and forms to a state of chaos
and uniformity." (Norbert Wiener, *Kibernetika i
obshchestov*).

Does this apply to case systems? If so what can we make
of the *state* of the Latin case system in classical
period? Is it further along the way toward a "more
probable state" than Greek of the same period?

Clay Bartholomew
Three Tree Point