Important: E-infinity communication No. 61 – Latest News

15th December, 2010.
Important: E-infinity communication No. 61 – Latest News
Prof. Alain Connes’ new 2010 paper with Prof. Ali Chamseddine comes to the same fundamental conclusions and predictions of E-infinity, namely 9 new particles and a Higgs mass equal 170 Gev

Connes and Chamseddine published a brand new paper on 3rd April, 2010. The paper is entitled “Noncommutative geometry as a frame work for unification of all fundamental interactions including gravity. Part I is on arXiv: 1004.0464V1[hep-th], 3rd April, 2010. Researchers working in E-infinity will remember that the 2005 paper of Prof. Ji-Huan He entitled “In search of 9 hidden particles”, published in Int. J. of Nonlinear Sci. & Numerical Simulation, 6(2), (2005), pp. 93-94. Using Prof. El Naschie’s theory 9 new particles were predicted to exist in an extended and completed standard model. Prof. Alain Connes is the inventor of noncommutative geometry and one of the greatest living mathematicians of our time who was awarded the Field Medal in 1982. Prof. Ali Chamseddine is an outstanding mathematical physicist who previously worked intensively with Nobel Laureate Abdulsalam and who met Prof. El Naschie, the last time in Alexandria where they had a hearty conversation. For these reasons alone this work of the two outstanding achievers of the highest caliber should be taken very seriously by our group. On the other hand the paper is detailed and very easy to read and understand. In a nutshell they use a non-simple Lie symmetry group SU(2) SU(2)SU(4) which gives 3 + 3 + 15 = 21 massless gauge bosons. A symmetry breaking leading to the standard model with the well known standard model 12 gauge bosons shows that there are 21 – 12 = 9 particles missing. This is the start of the paper. The important result and conclusion could not be anything better than predicting the mass of the Higgs which they do. The result is identical to that found years ago by El Naschie, namely 170 Gev. This result of M.S. El Naschie can be found for instance in his paper “Experimental and theoretical arguments for the number and the mass of the Higgs particles”, CS&F, 23 (2005), pp. 1091-1098.
For additional reading we recommend the book of A. Connes as well as the following papers.
1. An elementary proof for the nine missing particles of the standard model Chaos, Solitons & Fractals, Vol. 28(5), (2006), p. 1136-1138.
2. L. Marek-Crnjac: Different Higgs models and the number of Higgs particles. CS&F, 27, (2006), pp. 575-579.
It should be remembered that both E-infinity theory and noncommutative geometry are K-theory based and both have Penrose fractal universe (Penrose tiling) as a prototype and generic example where the golden mean plays a crucial role in the dimension function.
Please send your scientific comments and evaluation. They are urgently needed.
E-infinity Group.