most citedDimensional reduction as a method to obtain dual theories for massive spin two in arbitray dimensions

17 citations · 42 across the 5 of their papers we have counts for

collaborators

5 papers

quant-ph20082 cited

Coping with the Pais-Uhlenbeck oscillator's ghosts in a canonical approach

Aldo Déctor, Hugo A. Morales-Técotl, Luis F. Urrutia +1

A {\em complex} canonical transformation is found that takes the fourth order derivative Pais-Uhlenbeck oscillator into two independent harmonic oscillators thus showing that this…

hep-ph20084 cited

The scalar sector in the Myers-Pospelov model

C. M. Reyes, L. Urrutia, J. D. Vergara

We construct a perturbative expansion of the scalar sector in the Myers-Pospelov model, up to second order in the Lorentz violating parameter and taking into account its higher-ord…

hep-th200817 cited

Dimensional reduction as a method to obtain dual theories for massive spin two in arbitray dimensions

A. Khoudeir, R. Montemayor, Luis F. Urrutia

Using the parent Lagrangian method together with a dimensional reduction from to dimensions we construct dual theories for massive spin two fields in arbitrary dimensio…

hep-th200816 cited

Duality for massive spin two theories in arbitrary dimensions

B. Gonzalez, A. Khoudeir, R. Montemayor +1

Using the parent Lagrangian approach we construct a dual formulation, in the sense originally proposed by Curtright and Freund, of a massive spin two Fierz-Pauli theory in arbitrar…

hep-ph20073 cited

Quantization of the Myers-Pospelov model: a progress report

C. M. Reyes, L. Urrutia, J. D. Vergara

The Myers-Pospelov (MP) model is an effective field theory, including dimension five operators, which describes the phenomenology of active Lorentz invariance violation produced by…