78 citations · 208 across the 7 of their papers we have counts for
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Deformations of Maxwell Superalgebras and Their Applications
Sotirios Bonanos, Joaquim Gomis, Kiyoshi Kamimura +1
We describe the Lie algebra deformations of D=4 Maxwell superalgebra that was recently introduced as the symmetry algebra of a kappa-symmetric massless superparticle in a supersymm…
Maxwell Superalgebra and Superparticle in Constant Gauge Backgrounds
Sotirios Bonanos, Joaquim Gomis, Kiyoshi Kamimura +1
We present SuperMaxwell algebra: an N=1, D=4 algebra with two Majorana supercharges, obtained as the minimal enlargement of superPoincare containing the Maxwell algebra as a subalg…
Infinite Sequence of Poincare Group Extensions: Structure and Dynamics
Sotirios Bonanos, Joaquim Gomis
We study the structure and dynamics of the infinite sequence of extensions of the Poincar{é} algebra whose method of construction was described in a previous paper [1]. We give exp…
A note on the Chevalley-Eilenberg Cohomology for the Galilei and Poincare Algebras
Sotirios Bonanos, Joaquim Gomis
We construct in a systematic way the complete Chevalley-Eilenberg cohomology at form degree two, three and four for the Galilei and Poincare groups. The corresponding non-trivial f…