All we need is one line.
You never said that points A and B are distinct. Thus, it is false to assume that a unique line AB has been determined. One flaw in your proof amongst many.
All we need is one line.
You never said that points A and B are distinct. Thus, it is false to assume that a unique line AB has been determined. One flaw in your proof amongst many.
doronshadmi said:For this game we need two points, a line and a plane.
You still do not get it jsfisher.Be that as it may, this is just another example of Doron not being able to express himself with any clarity or precision.
The word you are struggling to find on your keyboard is "oh". Ho is slang for prostitute. Please use the correct word.
Again you blame me for your failure. You have no basis for this bald accusation, and it isn't true. It may be convenient for you to think otherwise, but you are simply lying to yourself.
Really, Doron. Stop lying about me to cover your own blunders and cognitive limitations. If doronetics has any merit, focus on that. Your continual lying and inability to stay on topic only underscores that it doesn't.
As I have said right along. Knock yourself out! Develop a new mathematical foundation. Mathematics has plenty of room for new ideas.
Heck, you even have your first axiom for Doronetics. Admittedly, it is not a very constructive axiom, and it lacks some foundation, but its yours.
On the other hand, stop accusing the parts of Mathematics you can't understand as being wrong. They aren't. They certainly aren't wrong just because you'd like something else. Build your something else; try to avoid the obvious contradictions and inconsistencies that plague all of your work to date; then maybe we can explore its utility.
So far, Doron, all you do harp about how everyone else is wrong and how everyone else just doesn't get it. You really need a mirror.
I play with AND beyond the concept of Collection.
Wrong, read this:
You still do not get that a given line and its non-local property exists, even if no point exists along it.
Furthermore, two points and their local property exist, even in no names are given to them.
So, we have one axiom so far. Let's have the rest. This is mathematics Doron, you must be rigorous.
All we need is one line.
Ho, yes it can.
This is where jsfisher seriously abuses both language and mathematical development, becuse his notion is closed under the concept of Collection.
Wrong, read this:
You still do not get that a given line and its non-local property exists, even if no point exists along it.
Furthermore, two points and their local property exist, even in no names are given to them.
You still do not get it jsfisher.
You play a limited game, which is closed under the concept of Collection.
I play with AND beyond the concept of Collection.
Your game is wrong. Actually you can't comprehend the concept of Collection exactly because you are closed under it, and it can really be comprehended only if you get it without being closed by it.
Non-locality\Locality Linkage is the foundation of the Mathematical Science, whether you get it or not.
this axiom is strictly not ZFC, because ZFC is closed under the concept of Collection.
Ah! There, you see, is the beauty of Doronetics. Rigor is not required when you have the power of direct perception. Doron has freed himself from the necessity of consistency or proof through the sheer will of his mind. If he thinks it to be so, then it must be so.
Doron is therefore able to use his time and effort focussed on more important things, like brushing up on his gibberish and his insults.
Your game is wrong. Actually you can't comprehend the concept of Collection exactly because you are closed under it, and it can really be comprehended only if you get it without being closed by it.
And I played with my willie
...
By the way, how do you figure that lines cannot completely cover a 2-dim space, since according to you they're both possessing non-locality?![]()
And yet both of them have a common property, they exist as non-composed spaces.laca said:What linkage? You're arguing for locality (points) being fundamentally different from non-locality (lines and higher order spaces).
No, you still continue to play with your willie instead of fully read http://www.internationalskeptics.com/forums/showpost.php?p=6592095&postcount=12597
Edited by jhunter1163:Edited moderated content.
And yet both of them have a common property, they exist as non-composed spaces.laca said:What linkage? You're arguing for locality (points) being fundamentally different from non-locality (lines and higher order spaces).
Edited by jhunter1163:Edited moderated content.
And yet both of them have a common property, they exist as non-composed spaces.
He is not knowledgeable of the mathematical meaning of "closed under". I am guessing he is freely translating something from his native tongue. But as jsfisher noted, all he really needs is a mirror.And stop telling people they are "closed under collection". We're not mathematical operators.
doron, you know what you have to do. Start working and present a rational argument. Until you do, you're just looking silly.
laca, you asked a question.
A simple and clear answer was given in http://www.internationalskeptics.com/forums/showpost.php?p=6592095&postcount=12597.
You can't comprehend it.
Ah! There, you see, is the beauty of Doronetics. Rigor is not required when you have the power of direct perception. Doron has freed himself from the necessity of consistency or proof through the sheer will of his mind. If he thinks it to be so, then it must be so.
Doron is therefore able to use his time and effort focussed on more important things, like brushing up on his gibberish and his insults.