Lama said:
You are a strange fallow CrankFan.
Form one hand you cannot understand what is included-middle reasoning,
Says who? Where has it been demonstrated that I can't understand what you call included-middle reasoning. As far as I can tell, it's just your awkward way of saying that you don't accept the law of the excluded middle. Which is fine, in the sense that I think I have a clear idea of what that entails.
Lama said:
and on the other hand you want me to explain my system in terms of your reasoning.
Well, actually I asked you to explain something specific about your system, I didn't ask it to be explained in "terms of my reasoning", which presumably means reasoning which makes use of the law of the excluded middle. I don't really care how you prove these things, just that you prove them. I would suspect that your task would be easier if you accepted the law of the excluded middle but I don't mind if your proofs don't make use of that principle.
Lama said:
So, my straight answer is:
From your reasoning point of view you will not see any difference between your system and my system.
That would be surprising, since you've indicated that the set of Lama-reals are countable.
Lama said:
If you want to understand my number system you simply have no choice but to see my system from an included-middle point of view, that until this very moment you clearly show that you cannot close your standard cassette in your head and replace it by an included-middle point of view.
Now it looks like you're stalling.
You've not taken any step towards defining what a natural number is (in your system), let alone rationals and reals. Your constant mutterings about the law of the excluded middle are irrelevant, rejecting it (which I'm prepared to do for the sake of exercise) is only a limitation that you place on yourself.
Lama said:
For example:
You show {},{.},{._.},{__} 100 times (I am using your own words) and you have no ability of how to start and make Math out of them.
Right, I have no idea how to
make math out of them!
That is the problem. Does anyone on this forum, know how to
make math out of them? does anyone on this planet know how to
make math out of them? If it's as simple as you say, show us.
For example. I know that in set theory we would treat {} as 0, and then define the successor of X as the union of the elements of X and X, so we have:
0 {}
1 {,{}}
2 { {}, {{}} }
3 { {}, {{}}, { {}, {{}} } }
And we can go on to extend N to Z, Q, etc. as you're probably well aware, but since we already know how to do this for "the standard framework" how do we do it with your framework?
I'm not asking you to provide the same method but I am asking you to provide a method. This is your theory, it's your job to explain to us precisely how one
makes math out of it.
Lama said:
As for your question about pi and sqrt(2),N,Z,Q,R,C yes I have all of them in my system and much more.
Not so fast. You've yet to explain what N, Z, Q, etc. are in your system. I want you to tell me what they are in terms of your "first principles". Stop stalling and get to it.
Lama said:
By the way Matt Grime is in your possition, therefore he cannot say any meaningful thing about my system.
Apparently you can't say any
meaningful thing about your system either.
Lama said:
If you really want to understand my work, then you have no choice but to open my website and read the paper of my axioms
I've seen this crap before and seeing it again doesn't deepen my understanding. Instead I just think:
hey look, it's the same old nonsensical crap.
... but I did take a quick look at the document and when I preformed a search for the phrase
"scale factor" I noticed that it was used 8 times in the document (including in an axiom) and it's never defined. Near the end of the document you say that 0 and _1 are
basic scale factors, but you don't tell us how a
basic scale factor is different from a
scale factor, or if there are more
basic scale factors than just 0 and _1 , etc.
What you really need to do is define terms like
scale factor before they are used so that the reader can apply that definition to determine if a particular object in your system is a scale factor or not.
X is a scale factor if and only if ... [conditions]
Lama said:
Yes, I've seen that document in several forms. It's devoid of value.
Lama said:
and then if you really want to understand my system, all you have to do is to start and ask your questions according what you have found in this paper.
I can't honestly say that I really want to understand your system, but I could be curious about some aspect of it, that is if I believe that there's a possibility that it might have some substance. However, considering your latest round of responses it's pretty clear to me now that there is no substance whatsoever to it.
Apparently, your revolutionary ideas are a personal fantasy which you play over and over in your head for amusement
rather than something which can be objectively described. Which explains why the details of this system are as vaporous as the imaginary friend of a child who can never convince his parents that it's real.
Your theory appears to be nothing more than an imaginary friend.