Lee Smolin has some very interesting things to say about Alain Connes's non-commuting geometry. Note this gives quantized area trivially. Smolin says the standard model with Higgs-Goldstone macro-quantum vacuum ODLRO fields pops out of Connes's theory - important, indeed startling, claim.

Note on "spin networks" - I have them in my theory quite literally. The "nodes" of the 3D spin networks are my GMD field quantized "monopoles" (second homotopy group ~ integers) and the "edges" are simply GMD field quantized vortex filaments (first homotopy group ~ integers) for 2 world hologram Goldstone phases with 3 real Higgs scalars contracted down from 8 Goldstone phases with 9 real Higgs scalars giving the M-Matrix where c-number ODLRO curved tetrads ~ diagonal part of 4x4 M-Matrix, spin connections ~ anti-symmetrized off-diagonal part of M-Matrix.

One real Higgs scalar for each boson "dimension of space" in order to have stable topological defects in the post-inflation single-valued vacuum condensate ODLRO Higgs-Goldstone order parameters.

Begin forwarded message:

To: "'Jack Sarfatti'"

Subject: lisi theory

Reply-To:..

Jack,

Did you see the animation at www.newscientist.com/article/dn12891.

## No comments:

Post a Comment