[net.philosophy] Kant, second in an actual series

dr_who@umcp-cs.UUCP (07/31/83)

It's interesting that Alan Wexelblat has read Kant's works and I've read
commentaries on it only.  Anyway, I'm willing to defend Kant (to some
extent) against the criticisms made so far.

Alan Wexelblat's main criticism is that Kant's universality test is too
restrictive -- it declares immoral, actions which we think are OK.  Alan's
examples 1 and 2 are instances of actions which seem OK, and yet seem to be
ruled out by Kant's test.  I will argue that they are not ruled out.  Alan's
example 3 is along the same line.  Another criticism is that the
universality test fails to rule out policies which should be ruled out.  The
community of "pure altruists" is an example.  A third criticism alleges that
Kantian morality requires perfect knowledge.  A fourth denies that Kant
justifies his claim that the universality test is necessary to morality.

Wanting a limited good is not ruled out by the universality test.  The
universality test applies to "maxims," which are principles on which a
person acts.  Suppose my maxim is to take some of this limited good AS LONG
AS this does not create severe scarcity (e.g., driving the price too high
may be a measure of severe scarcity, in the case of the limited good oil).
My maxim IS universalizable, I would not object to everyone's following it.

Choosing a loved one over an unknown person to be rescued is not ruled out.
The maxim to prefer a loved one IS universalizable, since a world in which
people rescued strangers would be dispreferred to one in which people
rescued loved ones.  The people in the latter world would be happier,
because loved ones would be more likely to be together in the latter world.
Granted that I might be upset if a loved one said he rescued me BECAUSE OF a
rational principle.  But he doesn't have to say that:  it's misleading.  It
would be more accurate to say that he rescued me because he loved me.  He
acted IN ACCORD WITH, rather than BECAUSE OF, a principle.  

As far as giving to CARE is concerned, I'm not sure the universality test
requires this (although Kant seems to have thought so).  But also, I don't
find the idea terribly offensive.  COUNTERINTUITIVE, yes, but I think any
moral theory has to (and even should!) go against our moral intuitions in
some cases.  I would be suspicious of someone whose moral theory confirmed
all his intuitions -- it just seems too convenient.

Perhaps the universality test does not rule out "pure altruism".  I think
Kant would say that human nature rules it out, because nobody would want to
live in a world where nobody could do anything or make anyone happy, and
because we all come equipped with physical needs which inevitably create
physical desires.  Furthermore, the universality test is not the only
formulation of the Categorical Imperative.  A second formulation is "treat
humanity, *whether in your own person or that of another*, always as an end
and never merely as a means" (emphasis added).

For an interpretation of Kant that says he does justify the universality
test, see W. Michael Hoffman, *Kant's Theory of Freedom*, (Wash. DC:
University press of America, 1979), esp. pp. 53-69.  Kant says that "the
mere concept of a categorical imperative ... provides us with the formula
containing the only proposition that can be a categorical imperative"
(quoted in Hoffman, p. 62).  This concept is that of "a pure practical law
... given through reason completely *a priori*, and which is prescribed to
us not in an empirically conditioned but in an absolute manner ... a product
of pure reason."  Products of pure reason are universal.

The objection that held that Kantian morality requires perfect knowledge
began with the claim that what is important is the "'greatest good' to the
universe."  But that claim makes Kant out to be a consequentialist, which
most scholars on Kant would flatly deny.  Kant was a "deontologist."  But
even if, contrary to fact, he were a consequentialist, he would not fault
persons for incomplete knowledge.  The morality of an action, in Kant's
view, depends on the *maxim*.