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Math Forum / Mathematics / Mathematical Logic / June 2007



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ThreadLast Post  Replies
Question?30 Jun 2007 18:52 GMT6
Let B={1,2}
Let N={1,2,3,....}
Let C={ f | f:N->B }
What is the proof in ZF that |C|>|N| ?
ZFUZ.29 Jun 2007 18:31 GMT6
The following is my last corrected version of my ZFUZ theories
http://zaljohar.tripod.com/index.html#zfuz
Two questions:
Is there any inconsistency with these theories?
definition of identity29 Jun 2007 09:01 GMT18
How identity is defined exactly?
In second order logic one can use the following axiom to define
identity:
AxAy( x=y <-> AP(P(x)<->P(y)) )
Sci29 Jun 2007 00:23 GMT4
I would like to form a set theory that can surve as the basis for
logically consistent scientific theories. I would like this theory to
have non logical primitive predicates like 'x is a man' ,
'x is a proton' etc.... , I will call this theory 'Sci'.
The reason why the Earth system cannot go on forever28 Jun 2007 23:11 GMT35
So, humans basically want to believe that ultimate justice is a bad
thing, they don't like the idea of a world where everyone is innocent.
They want to believe that selfishness and sadism is a "good" thing.
Well, if it was good, it wouldn't be selfish or sadistic. If you were
question28 Jun 2007 22:24 GMT1
Can the consistency of the theory of division rings be proved in
Bounded Arithmetic?
Does logic belong to philosophy or mathematics?28 Jun 2007 15:51 GMT26
Does logic belong to philosophy or mathematics? Who could tell me.
Set theory:  what is meant by "unbounded"?27 Jun 2007 13:23 GMT6
In his "Set Theory", Kunen says that a map f:a->b maps a "cofinally"
into b if range(f) is "unbounded" in b.  What on earth does he mean by
"unbounded" here?  The word is not in his index (nor is "bounded") and
I can't find it anywhere.
Goodman's original definition of grue27 Jun 2007 00:28 GMT7
The correct definition of Nelson Goodman's famous predicate "grue" has
been the subject of some controversy.  Goodman's original definition
is somewhat difficult to find online because most people do not quote
Goodman verbatim, but instead offer their own paraphrase.  So, I have
Some exercises on first order logic24 Jun 2007 23:24 GMT3
i would like to know if the following first-order-logic formulas are o.k.
I am not sure about the use of material implication.
I would be grateful if you help me.
(1)  "Everyone has someone that they love."
Codes! So that's another reason why humans are so evil relative to other Earthlings24 Jun 2007 23:22 GMT11
So basically, most people live by some form of code. It's far less
these days, but it used to be far more so. We had religions, or
customs, or traditions. We have laws. We have social expectations.
So basically, nasty selfish beings like humans need codes to survive.
A conjunctis ad divisa24 Jun 2007 23:18 GMT11
Does anyone know what 'a conjunctis ad divisa' means? I found it in a
logical work by Scotus that I am translating.  Google reveals that
Locke uses the same phrase in "Four letters concerning toleration"
http://www.humboldt-studienzentrum ...
Logic/Phil. Maths: What to review next?24 Jun 2007 23:14 GMT15
I'm getting near to the end of doing a paper-by-paper review of the
Olszewski collection on Church's Thesis after 70 Years on my blog.
Actually, I've found putting my thoughts into enough order for me to
be able sound off there has been a very useful exercise (and promising
a quick question about infinity...24 Jun 2007 22:09 GMT42
Sorry, but I searched the term infinity in the group and found
hundreds and hundreds of results, but after an hour or so of digging,
I couldn't find the answer to this seemingly simple question:
Is (infinity) the same as lim (x) as x --> (infinity) ?
tristan tzara's exquisite corpse23 Jun 2007 04:30 GMT30
i enjoy grabbing a random book on saturday mornings
 opening to any page
and trying to understand interpretations in my modern reality
it is a telephone game of mapping
Pages: 1 2 3 May, 2007
 
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