Was Moshe the one who came up with both the generating formula for the organic numbers sequence and the idea, or was the idea of organic numbers entirely yours and you told him about it?
Organic numbers as a parallel\serial Uncertainty
x Redundancy matrix, where each form of that matrix is both global\local form of the matrix, is my original idea.
Mosh used this idea in order to define the formula that calculates the number of the different forms under a given Uncertainty
x Redundancy matrix, which are closed under F(1,1,1,...,1) (about Uncertainty
x Redundancy matrix, please see
http://www.internationalskeptics.com/forums/showpost.php?p=7292132&postcount=15710).
His formula deals only with the anti-symmetric case of distinct forms of some given Uncertainty
x Redundancy matrix, and as a result it deals only with the context-dependent aspect of this matrix.
Traditional Mathematics is exactly the framework that is limited only to the anti-symmetric case of this matrix, so Moshe's work is not developed beyond the context-depend-only reasoning.
Because of this limitation, I decided to stop working with him on OM development.
I must say that jsfisher helped me to develop Uncertainty
x Redundancy matrix much more than Moshe exactly because he recognized the limitations of its first version and I thank him for his fruitful criticism.
Also Moshe has two versions of his formula, one version calculates the anti-symmetric forms of ON limited version (and was fruitfully criticized by jsfisher in this thread), and the other formula calculates the the anti-symmetric forms of ON non-limited version, but Moshe does not wish to share this version with other people (yet) because he currently works on a paper, which is based on this formula.