Philosophy Now Forum

Dalek Your issue seems to come from a lack of understanding and comprehension, or just a failure to read. I stated and I quote... "we physically can" A unicorn does exist, but it is not tangible. Therefore I can represent it. An idea of any kind exists, but is not tangible. Therefore I can...

Leo 1. I am pleased that you are pleased. I my self prefer philosophy.....it is not however the route one takes with mathematicians. Also I agree. 2. I defined division by zero with a previous eqution....as I recall you labeled the entire post a "mathematical elaboration". 3. Zero is NOT n...

Leo, Hobbs Very well we can take the pure philosophical route. I am saying the following..... 1. Division by zero is definable 2. There are varying quantities of zero. 3. The space of zero is not equivalent to the value of zero. 4. The space of zero is equivalent to the space of 1. And as a link to ...

Leo I understood the quite clear criticism of the "meaningless" of my post. As it came after my request for clarification as to the sarcasms in their reply's to my original post. If you do not already "inherently" understand what I have already posted then either.... 1. it is wro...

That is certainly not what I think. I will offer pure mathematics. z1 for 0 = 0 z2 for 0 = 1 z1 for A = A z2 for A = A 0(z1) x A(z2) = 0 A(z2) x 0(z1) = 0 A(z1) x 0(z2) = A 0(z2) x A(z1) = A Consider z1 as value and z2 as space for any given number. Naturally division is the inverse, without being c...

I am very bad at interpreting sarcasm....if an insult is intended, I am afraid that a more direct approach is necessary. Any real desire to discuss my post and it's link to the original post? Or do you guys prefer to stay off topic?

As an addition to all current field axioms "For every A in S there exists a z1 and a z2 constituting A, such that any A in operation of multiplication or division is only representing z1 or z2 in any given equation. Such that z1 for all A's other than zero equal A. Such that z2 for all A's othe...

Hello forum, I am submitting a short idea on axiomatic arithmetic for peer review. Thank you in advance.

Relative Mathematics It is the inherent nature of all things that they are a compilation of two different and distinct things. It is axiomatic that these two things are space and value. The value of any given thing being what it is, while the space is what it occupies. It is true that, abstract or o...