Abstract
Bicovariant differential forms over the quantum group Su q (2) are considered. Their multiplet structure is determined under the action of SU q (2). This gives a basis of the forms. The exterior derivative of forms and elements of the Hopf algebra A , which is generated by the matrix elements M j i , is explicitly calculated. Then the closedand exact forms are compared. This gives the bicovariant DeRham Cohomology of SU q (2).
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