"Holy entropy!  It's boiling!"   --G. Gamow

Here's a couple interesting passages from Mario
Bunge's "Chalratanism in Academia."  I am hoping to
generate interesting replies--any will be welcome. 
The ALL CAPS lines are my emphasis.

"To paraphrase Groucho Marx: the trademark of modern
culture is science; if you can fake this, you've got
it made.  Hence the drive to clothe groundless
speculations...with the gown of science.  ...[T]he
academic pseudosciences abide by reason, or at least
seem at first sight to do so.  Their main flaws are
that their constructions are fuzzy and do not match
reality.  (Some of them, SUCH AS NEO-AUSTRIAN
ECONOMICS, EVEN CLAIM THAT THEIR THEORIES ARE TRUE A
PRIORI.)  Let us take a small sample....

"Example 1: Pseudomathematical Symbolism

"Vilfredo Pareto, an original, insightful, and erudite
student of society...listed a number of 'residues' or
'forces,' among them sentiments, abilities,
dispositions, and myths.  He assumed tacitly that
'residues' are numerical variables.  But, since he
failed to define them, the symbols he used are mere
abbreviations for intuitive notions.

"...Professor Gary Becker, a Nobel laureate at the
University of Chicago, is famous for his economic
approach to the study of human behavior. 
Unfortunatley he leans heavily on undefined utility
functions and tends to pepper his writings with
symbols that do not always represent concepts.  For
example, a key formula of his theory of social
interactions reads thus: 'R = Di + h.'  Here i labels
an arbitrary individual, and R is supposed to stand
for 'the opinion of i held by other persons in the
same occupation'; and 'h measures the effect of i's
efforts, and Di the level of R when i makes no effort;
that is, Di measures i's "social environment."' 
BECKER CHRISTENS THESE 'FUNCTIONS' BUT DOES NOT
SPECIFY THEM.  CONSEQUENTLY HE ADDS WORDS, NOT
FUNCTIONS.  WE ARE NOT EVEN TOLD WHAT THE DIMENSIONS
AND UNITS OF THESE PSEUDOMAGNITUDES ARE.  Therefore,
we would not know how to measure the corresponding
properties and so to test for the adequacy of the
formula.

"Of course, PSEUDOQUANTITATION IS SUFFICIENT BUT NOT
NECESSARY TO ENGAGE IN PSEUDOSCIENCE.  An alternative
is to relate precise magnitudes in imprecise ways,
such as 'Y is some function of X,' where X and Y are
well defined but the function is left unspecified. 
Milton Friedman's 'theoretical framework for monetary
analysis' is a case in point.  Indeed, it revolves
around three undefined function symbols (f, g, and l).
 HENCE IT MAY AT MOST PASS FOR A RESEARCH PROPOSAL, AN
AIM OF WHICH WOULD BE TO FIND THE PRECISE FORM OF THE
HOPEFUL FUNCTIONS IN QUESTION.  But the project does
not seem to have been carried out.  And in any case,
given the bankruptcy of monetarism, the project does
not seem worthy of being carried out.

"Example 3: Subjective Utility

"Most of the utility 'functions' occurring in
neoclassical microeconomics...are not well defined--as
Henri Poincare pointed out to Leon Walras.  In fact,
the only conditions required of them is that they be
twice differentiable, the first derivative being
positive and the second negative.  Obviously,
infinitely many functions satisfy these mild
requirements.  THIS OFTEN SUFFICES IN SOME BRANCHES OF
PURE MATHEMATICS....  BUT THE FACTUAL (OR EMPIRICAL)
SCIENCES ARE MORE DEMANDING: HERE ONE USES ONLY
FUNCTIONS THAT ARE DEFINED EXPLICITLY...OR IMPLICITLY.
 Finally, experimental studies have shown that
preferences and subjective estimates of utility and
risk do not satisfy the assumptions of expected
utility theory.

"In short, THE USE OF UTILITY FUNCTIONS IS OFTEN
MATHEMATICALLY SLOPPY AND EMPIRICALLY UNWARRANTED. 
Now, rational choice models make heavy use of both
subjective utilities and subjective probabilities, as
well as of the simplistic hypothesis that selfishness
is the only motivation of human behavior.  Not
suprisingly, NONE OF THESE MODELS FITS THE FACT. 
Hence, although at first sight they look scientific,
as a matter of fact they are pseudoscientific."

Thoughts?

-jsh

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