[13] **viXra:1210.0174 [pdf]**
*submitted on 2012-10-29 19:32:30*

**Authors:** Friedwardt Winterberg

**Comments:** 17 Pages.

It is shown that the recently observed 125 GeV resonance energy believed to result from the spin 0 Higgs boson of the standard model might without a violation of the averaged null energy condition as well be explained by a spin 2 graviton, assuming the existence of negative masses. With this assumption the 125 GeV resonance energy can be explained by the positive gravitational interaction energy of a positive mass particle of ~1013 GeV with a likewise negative mass particle. The existence of particles with this energy can perhaps be confirmed by cosmic ray data, where the Greisen-Zatsepin cut-off at 5 x 1013 GeV is of the same order of magnitude.

**Category:** High Energy Particle Physics

[12] **viXra:1210.0165 [pdf]**
*replaced on 2013-01-13 03:15:04*

**Authors:** Arka Prabha Banik

**Comments:** 27 Pages.

The story of F theory came top the light because of Cumrun Vafa . Here we have tried to show the journey and some aspects of F theory .

**Category:** High Energy Particle Physics

[11] **viXra:1210.0162 [pdf]**
*replaced on 2014-11-10 07:29:25*

**Authors:** Andrei P. Kirilyuk

**Comments:** 34 pages, 28 eqs, 56 refs; minor corrections in the last version; Journal-ref: Nanosystems, Nanomaterials, Nanotechnologies 11(2) (2013) 217-248

The existence of the omnipresent Higgs field providing the fundamental origin of elementary particle mass is the main theoretical concept behind the ongoing large-scale experiments at the LHC accelerator. We critically reconsider the properties of this concept of mass noting that many fundamental deficiencies and hard problems it contains leave serious doubts about this interpretation, without feasible progress in view. We then present another, dynamic and universal concept of mass avoiding these problems and thus opening a competitive new possibility for LHC result interpretation. It is based on the unreduced, nonperturbative solution to (arbitrary) many-body interaction problem providing the universal origin of relativistic inertial and gravitational mass in the form of emerging complex (chaotic) dynamics within the properly specified elementary field-particle, thus rigorously completing the double-solution ideas of Louis de Broglie. As practically all other old "mysteries" and new problems of fundamental physics are also naturally resolved within this unified complex-dynamical solution due to its essential mathematical novelty and provable completeness, we propose to consider it as a viable alternative in interpretation of LHC and other high-energy facilities results.

**Category:** High Energy Particle Physics

[10] **viXra:1210.0137 [pdf]**
*replaced on 2012-11-19 07:37:15*

**Authors:** Diego Marin

**Comments:** 18 Pages. Please delete previous versions. They contain mistakes

We revisit the original formulation of Arrangement Field Theory. In the new approach, all degrees of freedom, both bosonic and fermionic, fit a unique 6 x 6 matrix whose entries take value in the Lie algebra sl(2,\mathbf{O}). There is no place here for new fermionic fields except gravitino. Conversely, as new bosonic fields there appear SU(6) gauge fields, graviton and spin-connections. The resulting theory is invariant under superspace diffeomorphisms. These include local supersymmetry and then supergravity. Finally, the theory seems to be renormalizable.

**Category:** High Energy Particle Physics

[9] **viXra:1210.0123 [pdf]**
*replaced on 2016-05-11 12:53:36*

**Authors:** John A. Gowan

**Comments:** 16 Pages. some deletions, revisions, and a figure

In the mathematical terms of Evariste Galois' "Group Theory", the "Tetrahedron Model" is a description of the symmetry group of light, including its destruction by asymmetric weak force decays (producing our matter-only Cosmos), and its on-going restoration in obedience to Noether's Theorem of symmetry conservation (as in the conversion of bound to free energy in stars). (See diagram: "The Sun "Tetrahedron".)
The usual symmetry group identified with light is that of local phase transformations, and it is designated as either SO(2) or U(1). However, I am suggesting here that light contains a very much larger (and more interesting) symmetry group associated with its transformation into particle-antiparticle pairs (and back again into light). I don't know what the formal designation of this group might be.

**Category:** High Energy Particle Physics

[8] **viXra:1210.0116 [pdf]**
*submitted on 2012-10-21 13:21:44*

**Authors:** B. C. Chanyal, P .S. Bisht, O. P. S. Negi

**Comments:** 16 Pages.

Abstract We have made an attempt to describe the octonion formulation of Abelian and non-Abelian gauge theory of dyons in terms of 2\times
2 Zorn vector matrix realization. As such, we have discussed the U(1)_{e}\times U(1)_{m}
Abelian gauge theory and U(1)\times SU(2)
electroweak gauge theory and also the SU(2)_{e}\times SU(2)_{m}
non-Abelian gauge theory in term of 2×2 Zorn vector matrix realization of split octonions. It is shown that SU(2)_{e}
characterizes the usual theory of the Yang Mill's field (isospin or weak interactions) due to presence of electric charge while the gauge group SU(2)_{m}
may be related to the existence of t-Hooft-Polyakov monopole in non-Abelian Gauge theory. Accordingly, we have obtained the manifestly covariant field equations and equations of motion.

**Category:** High Energy Particle Physics

[7] **viXra:1210.0072 [pdf]**
*replaced on 2013-02-15 09:56:52*

**Authors:** Frank Dodd Tony Smith Jr

**Comments:** 20 Pages.

A physically realistic Lattice Bosonic String Theory with Strings = World-Lines and Monster Group Symmetry containing gravity and the Standard Model can be constructed consistently with the E8 physics model 248-dim E8 = 120-dim adjoint D8 + 128-dim half-spinor D8 = (28 + 28 + 64) + (64 + 64). V2 adds Kerr-Newman Fermion picture. V3 and V4 mention E8 lattices.

**Category:** High Energy Particle Physics

[6] **viXra:1210.0024 [pdf]**
*replaced on 2012-11-02 08:35:49*

**Authors:** Ervin Goldfain

**Comments:** 6 Pages.

The Standard Model for particle physics (SM) is a nonlinear field theory in which both Yang-Mills and Higgs bosons are self-interacting objects. Their classical or quantum evolution is inevitably sensitive to the transition from order to chaos. With some noteworthy exceptions, the mainstream of theoretical particle physics has ignored the dynamical contribution of chaos in Quantum Field Theory. Here we point out that quantum corrections to the classical interaction of the Higgs with gauge bosons may lower the threshold for the onset of chaos and destabilize the vacuum in the low or intermediate TeV scale. The inability of the vacuum to survive in this energy region hints to a straightforward solution for the fine-tuning problem. It also implies that perturbative estimates on vacuum stability well above the LHC scale are likely to be invalid.

**Category:** High Energy Particle Physics

[5] **viXra:1210.0015 [pdf]**
*submitted on 2012-10-02 18:14:46*

**Authors:** Valeriy V. Dvoeglazov

**Comments:** 8 Pages.

We construct self/anti-self charge conjugate (Majorana-like) states for the (1/2,0)(0,1/2) representation of the Lorentz group, and their analogs for higher spins within the quantum
field theory. The problem of the basis rotations and that of the selection of phases in the Diraclike
and Majorana-like field operators are considered. The discrete symmetries properties (P, C,
T) are studied. The corresponding dynamical equations are presented. In the (1/2,0)(0,1/2)
representation they obey the Dirac-like equation with eight components, which has been first
introduced by Markov. Thus, the Fock space for corresponding quantum fields is doubled (as shown
by Ziino). The particular attention has been paid to the questions of chirality and helicity (two
concepts which are frequently confused in the literature) for Dirac and Majorana states. We further experimental consequences which follow from the previous works of M.Kirchbach
et al. on neutrinoless double beta decay, and G.J.Ni et al. on meson lifetimes.

**Category:** High Energy Particle Physics

[4] **viXra:1210.0014 [pdf]**
*submitted on 2012-10-02 20:34:00*

**Authors:** P. R. Silva

**Comments:** 12 Pages. 3 figures

A very simplified way of calculating the lifetime of some elementary particles decaying through the weak interaction is presented. The method makes use of a non-linear version of the Klein-Gordon-Yukawa equation, combined with the time-energy uncertainty principle. Although the analytical relations evaluated in this work do not always reproduce those usually found in literature, numerical estimates of them agree with their respective experimental values.

**Category:** High Energy Particle Physics

[3] **viXra:1210.0010 [pdf]**
*replaced on 2012-10-08 05:40:44*

**Authors:** Diego Marin (Ph.D.)

**Comments:** 25 Pages.

A new unifying theory was recently proposed in the publication "Arrangement field theory - beyond strings and loop gravity -". Such theory describes all fields (gravitational, gauge and matter fields) as entries in a matricial superfield which transforms in the adjoint representation of Sp(12,C). In this paper we show how this superfield is built and we introduce a new mechanism of symmetry breaking which doesn't need Higgs bosons.

**Category:** High Energy Particle Physics

[2] **viXra:1210.0002 [pdf]**
*submitted on 2012-10-01 03:01:30*

**Authors:** Daniele Sasso

**Comments:** 8 Pages.

Electrodynamic particles have an exclusive physical property that distinguishes them from all other physical systems. This property is the electrodynamic mass that allows accelerated particles to emit or to absorb energy quanta. Stable particles have a lower speed than the critical speed, when they are accelerated they lose electrodynamic mass and emit energy in the shape of quanta while when are decelerated they absorb energy quanta and electrodynamic mass. Unstable particles on the contrary have higher speeds than the critical speed; they absorb energy and negative electrodynamic mass when they are accelerated and lose energy and electrodynamic mass when they are decelerated. Muon and tauon are the main unstable electrodynamic particles and they have the physical property to emit the delta radiation on the decay.

**Category:** High Energy Particle Physics

[1] **viXra:1210.0001 [pdf]**
*submitted on 2012-10-01 07:50:18*

**Authors:** José Francisco García Juliá

**Comments:** 2 Pages.

We consider that the Higgs boson, discovered recently at CERN, does not give a mass to the other particles.

**Category:** High Energy Particle Physics