Re: Logarithm of transfinite numbers

Randy Poe said:

Tony Orlow wrote:
I am using one of the axioms of quantitative finiteness:

finite-positive(x) and infinite-positive(y) -> infinite-positive(x^y) and
infinite-positive(y^x)

Remember, 0 is not finite in this system.

So much for your claims that you were answering the OP's
question within mathematics and not imposing TOmatic
logic.

- Randy


Tat is not outside normal math. In normal math, one would have added "non-
zero". I am simply pointing out that that is implied in my use of the term
"finite". besides, my response to the op is that the standard theory cannot
address his question, since it doesn't make standard sense the way things are
set up.

--
Smiles,

Tony
.