2020
DOI: 10.48550/arxiv.2003.01036
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On interpolations between Jordanian twists

Daniel Meljanac,
Stjepan Meljanac,
Zoran Škoda
et al.

Abstract: We consider two families of Drinfeld twists generated from a simple Jordanian twist further twisted with 1-cochains. Using combinatorial identities, they are presented as a series expansion in the dilatation and momentum generators. These twists interpolate between two simple Jordanian twists. For an expansion of a family of twists F L,u , we also show directly that the 2-cocycle condition reduces to previously proven identities.

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“…Interpolations between Jordanian twists, right and left covariant realizations of the κ-Minkowski spacetime were presented in refs. [54,108,109,110].…”
Section: Left Covariant Realization Of κ-Minkowski Space Timementioning
confidence: 99%
“…Interpolations between Jordanian twists, right and left covariant realizations of the κ-Minkowski spacetime were presented in refs. [54,108,109,110].…”
Section: Left Covariant Realization Of κ-Minkowski Space Timementioning
confidence: 99%