Standard Model via Numerical Torus inverted

Author: ebuc ,

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  • ebuc
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    Standard Model: As Derived from Synergetics Abstract GreatCircles

    EMRadiation is a particle.  R P Feynman has  elaborated uponin his book QED. Old news.

    UnfortunatelyRPFeynman  did not have the foresight andhis brash and large ego allowed him to make the following comment when theperson who first proposed the meson with the math...."in a pigseye".... and Feynman had to eat his words.

    I have my own version of the Standard Model involving mynumerical based tori overlapping  andinterfering that stem from;

    Four-fold cubo{6}-octa{8}hedron{ Vector Equilirbrium } and its 25 primary 3D tori { 2D-circles }--representativeof static root basis for  dynamicmotions{ fuzzy cloud } we humans do and may never observe and disscectinstrumentally--- associated directly with all femionic matter with oneexception listed below of the 2-quark mesons{ bosons }
    ...includes 1, 2 and 3-fold.......

    1} Quarks { 3 as proton, neutron ergo hadrons } =  6  great  tori { circles } of quadra-valenced( 12 } tetrahedron i.e  sets of 2-great tori{ circles }
    ....as  associatedsubcatagory of cubo-octahedrons set of 3, 4, 6 and 12 great circles{ tori }....

    2} Mesons{ bosonic particles { 2-quark weirdos }} = 4 greattori{ circles } of that define the four equatoralgreat hexagonal planes of thecubo-octahedron

    3} Electrons = 3 great circle{ tori } of the  doubled-valenced{ 6 } octahedron as derivedfrom contracted cubo-octahedron
    ....as  associatedsubcatagory of cubo-octahedrons set of 3, 4, 6 and 12 great tori { circles}....

    4} Neutrinos = 12 great toris { circles } cubo-octahedron
    ....as  associatedsubcatagory of cubo-octahedrons set of 3, 4, 6 and 12 great tori { circles}....
    ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
    Five-fold icosa{20}hedron and its bilateral{ left and right-skew set } of 31 primarygreat tori { circles } ----6, 10 and 15---   associated with all observed bosonic forces

    5} Strong sub-nuclear force{ gluons } = 6 great tori {circles },


    6} EMRadiations{ photons } = 10 great tori { circles },

    7} Weak EM force { W+, W- and Zo } = 15 great tori{circles}.

    Gravity (  ) and DarkEnergy )( are geodesically inherent to these above tori as the positive andnegative geodesically curved shape of the numerically inverted torus concepts I’vepresented.

  • Dr.Franklin
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    oh, you still exist

143 days later

  • ebuc
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    The structurally systemic 5-fold icosa{20}contains  the 4-fold  cubo{6 faces }-octa{8}hedron as five sets of it s10 great circles { tori }...See LINK...

    The 4 fold cubo{ 6 faces }-octa{ 8 }hedron contains 3-fold tetrahedron, 2-fold triangles, 1-fold lines-of-relationship

    All other axi of symmetry are derived from these initial five sets of symmetry that result in 87, primary great circles ---See LINK--  and these 87 great circles are the abstract center axi  of occupied space great tori. See bisected tori ((  ))((  )) tube (( and )).

    The minimal set of interfering great tori is two, as a quark.  The cubo-octahedron has four great tori ergo two quarks and two quarks are called mesons, the bosonic strong nuclear force.  Not gluons, which are the strong sub-nuclear force that bind two or three quarks as an integral whole meson or hadron { heavy particle } aka proton or neutron.

    The cubo-octahedron has 8 diametrically opposite triangles, the icosahedron has 10.

    /\ = 2ndary, 2D symbolism of the most complex mind accessing entity of Universe, woman

    Y = 2ndary, 2D symbolism for man

    \Y/ = man and woman combined as birds-eye-view of the 3D,  minimal volumetric of Universe, the 3-fold tetra{4}hedron

    ...........................................................Space(>*<) i (>*<)Space............................................................

    6 lines edges of tetrahedron MAY be conceptuall spun to define 6 abstract great circles ergo 6 great tori ergo 3 sets of two great tori define a hadron aka proton or neutron.

    What defines integrity of two or more great tori as a particle?  The nature of there interference with each other{s}.