A POSSIBLE QUANTIC MOTIVATION OF THE STRUCTURE OF QUANTUM GROUP
We propose a (first) simple natural model of a non-finitely generated braided non-commutative Hopf Algebra, suggested by the elementary quantum mechanics. The model introduced in this paper, is the first of a class of structures, obtained by some generalizations of the Hopf Algebra structure.
unit group, group ring, group algebra, dihedral, cyclic.
