doronshadmi
Penultimate Amazing
- Joined
- Mar 15, 2008
- Messages
- 13,320
Rigor means accurate and precise. Heisenberg's principle precludes accuracy and/or precision.
No, Heisenberg's principle rigorously describes the quantum realm.
Rigor means accurate and precise. Heisenberg's principle precludes accuracy and/or precision.
Which is not an answer I can accept. Unless you accept that exact same ≠ as the smallest example of non-locality.
"Anywhere, except here."
Now, where did we read about that ≠ in other words again? And who refuted it to be a part of OM?
One of the sayings of the 'Science of everything': "No thing will ever be not everything else".
apathia said:because the "I" see and speaks of itself as an object of sight and discourse.
For all of you that gets things only as verbal-based expressions, http://www.tm.org/research#research-top can help.
You're saying that OM is TM?
Now, I do not know where Doron lives, but I say that I have *been* to the Maharishi in Vlodrop (the Netherlands) at least one more time than he has been.You're saying that OM is TM?
The smallest example of non-locality is exactly __ (1-dim element), and it is represented as ≠ in "0-dimA ≠ 0-dimB" expression, whether you get it or not.
Your subjective verbal-based inability to get it, has no influence on this objective fact.
OM is the mathematical expression and TM is an example of a practical expression of the same thing.
and more than 600 scientific studies is a fact that cannot be ignored.
I know what he said.
"0-dimA ≠ 0-dimB"
"0-dimA ≠ 0-dimC"
"0-dimA ≠ 0-dimD"
"0-dimA ≠ 0-dimE"
"0-dimA ≠ 0-dim<infinite enumeration>"
No, Heisenberg's principle rigorously describes the quantum realm.
No you don't, even if you were seating in front of Maharishi.
How do I know that?
We do not need more than that:
http://www.internationalskeptics.com/forums/showpost.php?p=4901727&postcount=5122
http://www.internationalskeptics.com/forums/showpost.php?p=4901750&postcount=5123

You can't get what invariant fact is, do you realpaladin?
A tautology?
Afaik invariant means something does not change under a set of transformations.
A fact is an established piece of information (several ways to arrive there).
This has absolutely nothing to do with the statement that you reply to.
OM is the mathematical expression and TM is an example of a practical expression of the same thing.
Wonderful logic. Why would you need to explain the argument if someone already understood it?Because without the arguer understanding there is no use to explain some argument.
There is none (= No one) to talk to.
And yet, without going into its merits or otherwise, TM was developed before OM. What does OM give us? Are you going to give some example of what OM actually can do?