130 citations · 441 across the 30 of their papers we have counts for
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math.QA1999★ 8 cited
Non-Abelian Fractional Supersymmetry in Two Dimensions
H. Ahmedov, O. F. Dayi
Non-Abelian fractional supersymmetry algebra in two dimensions is introduced utilizing $U_q(sl(2,\Rcc))$ at roots of unity. Its representations and the matrix elements are obtained…
math.QA1999★ 14 cited
Two Dimensional Fractional Supersymmetry from the Quantum Poincare Group at Roots of Unity
H. Ahmedov, O. F. Dayi
A group theoretical understanding of the two dimensional fractional supersymmetry is given in terms of the quantum Poincare group at roots of unity. The fractional supersymmetry al…