John wrote:
> I actually took a course on logic and debate in college.
> Really.   Maybe my instructor was screwed up.

Instructor?  Maybe a graduate student in the college of arts and letters? 
:-)

John wrote:
> There is only ONE correct syllogism, David, and something
> like 13 or 17 (I forget) ways of writing a syllogism poorly.

Aristotle was the one who established the syllogistic method and if memory 
serves me correctly, he identified something like 19 types of syllogisms. 
Many logicians have constructed rules whereby one can determine whether or 
not he has a problem with a syllogism that he has constructed.  These rules 
generally seem to number from about four to a dozen.  Nevertheless, many 
courses in logic teach more than one type of syllogism.  With the goal of 
simplifying the subject, some instructors identify four types of syllogisms, 
some identify three types, and some two.  If you learned that there was only 
one type of syllogism, and you are a legalist with your particular concept 
of a syllogism, that could explain why we have trouble communicating on 
this.  :-)

John wrote:
> You have a major and minor premise and a conclusion.

Only in the categorical type of syllogism.  Strictly speaking, perhaps I 
should not have gone along with your "major and minor" form that you laid 
out for me.  In the type of syllogism that I have offered, it obviously does 
not matter if the premises are called major and minor or simply premise one 
and premise two.  I was hoping we could avoid going down the road of 
discussing types of syllogisms.  Besides categorical type syllogisms like 
the one you seem to be stuck on, some use the label of conditional 
syllogisms, which use if / then statements, and disjunctive syllogisms, 
which use either / or statements.  Some logicians lump several types as 
hypothetical syllogisms and contrast them with categorical syllogisms.

John wrote:
> The major premise is the larger of the two considerations
> and is a fact without debate.

Wrong.  The major premise might also be false.  The proper construction of a 
syllogism does not determine the truthfulness of a statement.  A syllogism 
may be constructed properly, but the conclusion still be false.  The whole 
idea of a syllogism is that the conclusion will definitely be true only if 
both the two premises are true.

For example, consider the following categorical type syllogism:

All animals have hair.
A catfish is an animal.
Therefore, a catfish has hair.

This is a properly constructed categorical syllogism.  However, the 
conclusion is false because the major premise is false.  Not all animals 
have hair.  The usefulness of the syllogism is that we know the conclusion 
is logically true and must be true if the premises are true.  It allows us 
to narrow our focus on researching the truthfulness of the premises.

John wrote:
> The minor prmise [sic] is more specific and is related
> to the major premise.

Only in a categorical type syllogism.  Syllogisms of the form, a=b, b=c, 
therefore a=c does not follow this model whereby the second premise is more 
specific in its relation to the first premise.

John wrote:
> Let's consider your "syllogism:"
>
> John is comfortable keeping his sin.
> "Keeping his sin" is equivalent to saying "in sin."
> Therefore, John is comfortable in sin.
>
> Both the major and minor premise are unture.
> The first is a lie.

Then you have just agreed that what you originally said was a lie because 
you originally said that you were comfortable with the idea of a man like 
you keeping your sin and being called righteous.  It would be more important 
for us to talk about this rather than disagreeing with the form of a 
syllogism.  Concerning our knowledge of truth, if the premise is false, it 
really doesn't matter if the syllogism is properly constructed.

John wrote:
> The second is a conclusion not
> related to the major premise.

Wrong.  It is related to the major premise by the phrase "keeping his sin." 
This is found in both the first and second premise.  Perhaps what you mean 
to say is that it is not a subset of the major premise, which is the primary 
way that categorical type syllogisms are constructed. This is not necessary 
in order to have a valid logical syllogism. You are confusing the rules for 
constructing a categorical type syllogism with rules for constructing other 
types of syllogisms.

I don't really care if you want to drop this subject.  I almost did not want 
to respond to this, but I figure maybe somebody on the list might get 
interested in logic and check out some of the issues that I discuss here.  I 
really don't expect you to do your homework and see that the subject of 
logical syllogisms goes far beyond your introductory college course in logic 
and debate.  Who knows, maybe you will pleasantly surprise me with a 
gracious reply.

Peace be with you.
David Miller. 


----------
"Let your speech be always with grace, seasoned with salt, that you may know 
how you ought to answer every man."  (Colossians 4:6) http://www.InnGlory.org

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