Involutive braided \(\text{Spin}(4-h,h)\) groups
Starting with a deformed Clifford algebra with an involutive braid and using a deformation of the Cartan procedure the authors construct braided \(\text{Spin}(4-h,h)\) groups, and study the left comodule structure of the spinor bialgebra. The authors construct also braided special orthogonal groups and derive a comodule homomorphism between them and braided spin matrices.
scientific article; zbMATH DE number 1326837