A note on quantum structure constants
arXiv:hep-th/9304161 · doi:10.1016/0370-2693(93)91317-G
Abstract
The Cartan-Maurer equations for any -group of the series are given in a convenient form, which allows their direct computation and clarifies their connection with the case. These equations, defining the field strengths, are essential in the construction of -deformed gauge theories. An explicit expression $\om ^i\we \om^j= -\Z {ij}{kl}\om ^k\we \om^l$ for the -commutations of left-invariant one-forms is found, with $\Z{ij}{kl} \om^k \we \om^l \qonelim \om^j\we\om^i$.
9 pp., LaTeX