Corpus ID: 18002163

What comes beyond the standard models

  title={What comes beyond the standard models},
  author={Norma Manko{\"y}c Bor{\"y}stnik and H. Nielsen and C. Froggatt and D. Lukman},
Abstract. Althoughcosmologyisusuallyconsideredanobservationalscience,wherethereislittleornospaceforexperimentation,otherapproachescan(andhave been) alsoconsid-ered.Inparticular,wecanchange ratherdrasticallytheabove,morepassive,observationalperspective and ask the following question: could it be possible, and how, to create a uni-verse in a laboratory? As a matter of fact, this seems to be possible, according to at leasttwo different paradigms; both of them help to evade the consequences of… Expand
What comes beyond the standard models : Bled, September 16-26, 2006 : proceedings to the 9th workshop
Although cosmology is usually considered an observational science, where there is little or no space for experimentation, other approaches can (and have been) also considered. In particular, we canExpand
Can the matter-antimatter asymmetry be easier to understand within the
This contribution is an attempt to try to understand the matter-antimatter asymmetry in the universe within the {\it spin-charge-family-theory} if assuming that transitions in non equilibriumExpand
Noncommutative Black Holes, The Final Appeal To Quantum Gravity: A Review
We present the state of the art regarding the relation between the physics of Quantum Black Holes and Noncommutative Geometry. We start with a review of models proposed in the literature forExpand
Almost-anywhere theories: Reductionism and universality of emergence
  • I. Licata
  • Computer Science, Physics
  • Complex.
  • 2010
It is shown that reductionism and emergence play a complementary role in understanding natural processes and in the dynamics of science explanation, and the renormalization group - one of the most refined tool of theoretical physics - allows understanding the importance of emergent processes' role in Nature. Expand
How can the Standard model Higgs and also the extensions of the Higgs to Yukawa's scalars be interpreted in the spin-charge-family theory and to what predictions about the Higgs does this theory lead?
This contribution is to show how does the spin-charge-family theory interpret the assumptions of the standard model, and those extensions of this model, which are trying to see the Yukawa couplingsExpand
Several degenerate vacua and a model for DarkMatter in the pure Standard Model
We return to a model of ours for what the dark matter can be with the property that it is compatible with the Standard Model alone. The only genuine new physics is a principle imposing restrictionsExpand
Test of Effect from Future in Large Hadron Collider:. a Proposal
We have previously proposed the idea of performing a card-drawing experiment of which the outcome potentially decides whether the Large Hadron Collider (LHC) should be closed or not. The purpose isExpand
The Spin‐Charge‐Family Theory Offers Understanding of the Triangle Anomalies Cancellation in the Standard Model
The standard model has for massless quarks and leptons “miraculously” no triangle anomalies due to the fact that the sum of all possible traces Tr[τAiτBjτCk] — where τAi,τBi and τCk are theExpand
Planck Scale Physics, Gravi-Weak Unification and the Higgs Inflation
Starting with a theory of the discrete space-time at the Planck scale, we developed a Gravi-Weak Unification (GWU) - a $Spin(4,4)$-invariant model unified gravity with weak $SU(2)$ gauge and HiggsExpand
Black Holes-Hedgehogs and Strings as Defects of the Universal Vacua
In the present paper, assuming the Multiple Point Principle (MPP) as a new law of Nature, we considered the existence of the two degenerate vacua of the Universe: a) the first Electroweak (EW) vacuumExpand


Influence from the Future
We argue that some of the parameters in the laws of Nature would be well understood, under the assumption that there is an influence from the future as well as from the past, in the sense that theExpand
Nonlocality as an Explanation for Finetuning and Field replication in Nature
Constants of Nature that have nongeneric values pose a riddle often referred to as the finetuning problem. The conspicuous values assumed by many physical constants (e.g., the vanishing effectiveExpand
Multiple Point Criticality, Nonlocality, and Finetuning in fundamental physics:predictions for Gauge
The Multiple Point Criticality Principle (MPCP) states that action parameters - in for example a field theory - take on values corresponding to the junction of a maximum number of phases in the phaseExpand
LETTER TO THE EDITOR: A model of radiating black hole in noncommutative geometry
The phenomenology of a radiating Schwarzschild black hole is analysed in a noncommutative spacetime. It is shown that noncommutativity does not depend on the intensity of the curvature. Thus, weExpand
These lectures are dedicated to the study of the recent progress and implications of anomalies in quantum field theory. In this introduction we would like to recapitulate some of the highlights inExpand
On the Einstein-Podolsky-Rosen paradox
THE paradox of Einstein, Podolsky and Rosen [1] was advanced as an argument that quantum mechanics could not be a complete theory but should be supplemented by additional variables. These additionalExpand
Is it possible to create a universe in the laboratory by quantum tunneling
Abstract We explore the possibility that a new universe can be created by producing a small bubble of false vacuum. The initial bubble is small enough to be produced without an initial singularity,Expand
Proceedings to the 9th Workshop 'What Comes Beyond the Standard Models', Bled, September 16. - 26., 2006, Slovenia
Contents: 1. Child Universes in the Laboratory (S. Ansoldi and E.I. Guendelman) 2. Relation between Finestructure Constants at the Planck Scale from Multiple Point Principle (D.L. Bennett, L.V.Expand
Origin of time asymmetry.
The consequences of the no-boundary proposal, the only reasonably complete set of boundary conditions that has been put forward, are analyzed and it is found that gravitational wave perturbations have an amplitude that remains in the linear regime at all times and is roughly time symmetric about the time of maximum expansion. Expand
The index of the overlap Dirac operator on a discretized 2d non-commutative torus
The index, which is given in terms of the number of zero modes of the Dirac operator with definite chirality, plays a central role in various topological aspects of gauge theories. We investigate itsExpand