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GAUGE NON-INVARIANCE AS TESTS OF EMERGENT GAUGE SYMMETRY
Incentives emergency plan is symmetrical the underlying basic theory lorentz invariance of gravity field
2014/12/18
We motivate the concept of emergent gauge symmetry and discuss ways that this concept can be tested. The key idea is that if a symmetry is emergent, one should look for small violations of this symmet...
Breaking diffeomorphism invariance and tests for the emergence of gravity
General relativity violates diffeomorphism invariance disrupting sex match the test parameters Newton formalism
2014/12/18
If general relativity is an emergent phenomenon, there may be small violations of diffeomorphism invariance. We propose a phenomenology of perturbatively small violations of general relativity by the ...
Notes on the Schwinger model: regularization and gauge invariance
the Schwinger model regularization and gauge invariance Mathematical Physics
2012/6/21
The point-splitting computation of the gauge invariant Hamiltonian for the Schwinger model on the circle in a positive energy representation is presented.
Non abelian Bianchi identities, monopoles and gauge invariance
Non abelian Bianchi identities monopoles gauge invariance
2010/12/24
A direct connection is proved between the Non-Abelian Bianchi Identities and the Abelian Bianchi identities for the 't Hooft tensor in a generic gauge; the existence of a magnetic current is related ...
Axial Symmetry, Anti-BRST Invariance and Modified Anomalies
Axial Symmetry Anti-BRST Invariance Modified Anomalies
2010/12/23
It is shown that anti-BRST symmetries are quantized counterparts of local axial symmetries in gauge theories. An extended form of descent equations is worked out which yields a set of modified consist...
QCD, monopoles on the Lattice and gauge invariance
QCD Lattice Monopoles Color confinement
2011/1/13
The number and the location of the monopoles observed on the lattice in QCD configurations happens to depend strongly on the choice of the gauge used to expose them, in contrast to the physical expect...
A Deformed Poincare Invariance for Group Field Theories
Poincare Invariance Group Field Theories
2010/3/18
In the context of quantum gravity, group field theories are field theories that generate spinfoam amplitudes as Feynman diagrams. They can be understood as generalizations of the matrix models used fo...
Noether-Form Invariance of Nonholonomic Controllable
Mechanical Systems in Phase Space
nonholonomic controllable mechanical system phase
space Noether-form invariance conserved quantity
2007/8/15
2007Vol.48No.1pp.23-26DOI:
Noether-Form Invariance of Nonholonomic Controllable
Mechanical Systems in Phase Space
XIA Li-Li and LI Yuan-Cheng
College of Physics Scienc...
On Form Invariance, Lie Symmetry, and Three Kinds of Conserved
Quantities of Generalized Lagrange's Equations
form invariance Lie symmetry conserved quantity
generalized classical mechanics Lagrange's
equation
2007/8/15
2007Vol.48No.1pp.37-42DOI:
On Form Invariance, Lie Symmetry, and Three Kinds of Conserved
Quantities of Generalized Lagrange's Equations
ZHAO Shu-Hong1,2 and LIANG Li-Fu1
...
Lie-Form Invariance of a Type of Non-holonomic Singular Systems
non-holonomic constraint singular system symmetry conserved quantity
2007/8/15
2007Vol.47No.3pp.409-412DOI:
Lie-Form Invariance of a Type of Non-holonomic Singular Systems
WANG Jing, LI Yuan-Cheng, HOU Qi-Bao, and XIA Li-Li
College of Physical Scie...
Form Invariance and Conserved Quantity for Non-holonomic Systemswith Variable Mass and Unilateral Constraints
variable mass unilateral constraint non-holonomic
system form invariance conserved quantity
2007/8/15
2007Vol.47No.2pp.213-216DOI:
Form Invariance and Conserved Quantity for Non-holonomic Systemswith Variable Mass and Unilateral Constraints
WANG Jing, LI Yuan-Cheng, HOU Qi-Bao, ...
Form Invariance and Noether Symmetries of Rotational
Relativistic Birkhoff Systems
rotational relativity Birkhoff system form invariance
Noether symmetry conserved quantity
2007/8/15
2002Vol.38No.3pp.257-260DOI:
Form Invariance and Noether Symmetries of Rotational
Relativistic Birkhoff Systems
LUO Shao-Kai
Institute of Mathematical Mechanics and Mat...
On the Gauge Invariance of the Transition Probability of
a Charged Particle in Electromagnetic Field
gauge invariance
true physical quantity and nonphysical
quantity gauge independent transition probability
2007/8/15
2002Vol.38No.3pp.267-270DOI:
On the Gauge Invariance of the Transition Probability of
a Charged Particle in Electromagnetic Field
QIAN Shang-Wu1 and GU Zhi-Yu2
1 Physics...
Instantaneous Formulation for Transitions Between
Two Instantaneous Bound States and Its Gauge Invariance
instantaneous formulation transitions between bound states Bethe-Salpeter
equation gauge invariance
2007/8/15
2006Vol.46No.3pp.467-480DOI:
Instantaneous Formulation for Transitions Between
Two Instantaneous Bound States and Its Gauge Invariance
CHANG Chao-Hsi,1,2,3 CHEN Jiao-Kai,3 and WAN...
Supersymmetry and Shape Invariance of Hartmann Potential and Ring-Shaped
Oscillator Potential in the r and θ Dimensions of Spherical Polar
Coordinates
Hartmann potential ring-shaped oscillator potential
supersymmetric quantum mechanics shape invariance noncentral
separable potential spherical polar coordinates
2007/8/15
2002Vol.38No.2pp.139-142DOI:
Supersymmetry and Shape Invariance of Hartmann Potential and Ring-Shaped
Oscillator Potential in the r and θ Dimensions of Spherical Polar
Coordinates
...