The symplictic vacuum, exotic quasi particles and gravitational instanton

On a New Elementary Particle from the Disintegration of the Symplectic &#39t Hooft-Veltman-Wilson Fractal Spacetime

“…Two new particles were identified on this occasion with conjectured mass of 26 Mev and 42 Mev matching those reported in scattered experimental research conducted in Darmstadt as well as Cairo as reported by L. Nottale in his classical book [35]. The most important finding from that period however, at least as far as the present work is concerned, is the conjectured exotic quasi particle with a mass [21]- [33] M(K) = 0.18033989 Mev (12) as reported by the present Author in Ref. [22].…”

“…Define The disintegration of the simplictic vacuum was studied in several earlier publications in connection with paradoxical decomposition and fractal Cantorian spacetime as a source of exotic particles [21]- [23]. Two new particles were identified on this occasion with conjectured mass of 26 Mev and 42 Mev matching those reported in scattered experimental research conducted in Darmstadt as well as Cairo as reported by L. Nottale in his classical book [35].…”

“…Consequently we have a highly consistent theory linking in the 16 bosonic dimensions of Heterotic superstring theory with a fractal number of generators of a fuzzy version of the electroweak Lie symmetry group SU(2) [16] [30]. We speculate on passing that there may be a link here between anomalous positron production in ultra strong magnetic fields and to the disintegration of W + , W − and o Z − into 16 exotic quasi particles [21]- [23]. In this respect it is wise to ponder very deeply the unexpected result of fractal "fuzzy" logic as applied to the 12 gauge bosons of the classical standard model where it was revealed in [30] that the 12 particles are really 14 particles with fractal weight equal 11.7082039325 particles!…”

“…gauged in Mev is of course no coincidence because even ten years ago [21] we already felt the logical necessity and aesthetic attraction in the sense of Dirac looking at K not only as a geometrical object but as a real physical "quasi" particle. This we elaborate next.…”

“…Equipped with the mathematical machinery of E-infinity theory and having some knowledge of quantum field theory and 't Hooft's method it was relatively easy for the present author to discover the almost one to one correspondence of dimensional regularization and the Cantorian-fractal theory of high energy physics [17]- [20]. We stress once more that the subtlety of dimensional regularization lies in the application of Borel's method for treating divergence and that is where Cantor sets and KAM theorem [16] enters into the subject leading to the inescapable conclusion that 't Hooft-Veltman-Wilson method implies a Cantorian fractal spacetime and what more exciting also to a host of exotic new elementary particles [21]- [23] as we hope to show in the following main part of the ensuing sections of the present short paper.…”