B. M. Bursztyn-h, Deformation quantization of Hermitian vector Bundles, Letters in Mathematical Physics, vol.53, issue.4, pp.349-365, 2000.
DOI : 10.1023/A:1007661703158

. Blt, L. A. Borowiec, and . N. Tolstoy-v, On twist quantification of D = 4 Lorentz and Poincaré Algebras

. Br and . A. Barut, Theory of Group Representations and Applications, World Scientific, 1986.

C. V. Pressley-a, A guide to quantum groups, 1994.

]. Dr and . G. Drinfel-'d-v, Quantum Groups, Proceedings of the International Congress of Mathematicians, pp.798-820, 1986.

. A. Dmv-]-d-'avanzo, . Marmo-g, and . Valentino-a, REDUCTION AND UNFOLDING FOR QUANTUM SYSTEMS: THE HYDROGEN ATOM, International Journal of Geometric Methods in Modern Physics, vol.02, issue.06, pp.1043-1062, 2005.
DOI : 10.1142/S0219887805000922

G. D. Leclercq-r and . Saponov-p, q-Index on braided noncommutative spheres, J. Geom. Phys, vol.53, pp.392-420, 2005.

G. D. Pyatov-p and . Saponov-p, Hecke Symmetries and Characteristic Relations on Reflection Equation Algebras, Lett. Math. Phys, vol.41, pp.255-264, 1997.

G. D. Pyatov-p and . Saponov-p, Representation theory of (modified) Reflection Equation Algebra of the GL (m|n) type, Algebra and Analysis, Russian, English translation will be published in St Petersburg Math. J.). (Cité pages 2, 3, pp.70-133, 2008.

G. D. Saponov-p, Quantum line bundles via Cayley-Hamilton identity, J. Phys. A : Math. Gen, vol.34, pp.4553-4569, 2001.

G. D. Saponov-p, Quantum line bundles on a noncommutative sphere, J. Phys. A : Math. Gen, vol.35, pp.9629-9643, 2002.

G. D. Saponov-p, Geometry of non-commutative orbits related to Hecke symmetries, Contemporary Mathematics, vol.433, pp.209-250, 2007.

. Ip and . A. Isaev, Covariant differential complexes on quantum linear groups, J. Phys. A : Math. Gen, vol.28, pp.2227-2246, 1995.

K. P. Ku, Representations of q-Minkowski space algebra, St. Petersburg Math. J, vol.6, issue.5, pp.365-374, 1995.

L. V. Sudbery-a, Generalized Lie algebras of Type A n, J. Math. Phys, vol.39, pp.3487-3504, 1998.

. Lww and W. A. Lorek, Non-commutative Euclidean and Minkowski structures Z, Phys. C, vol.76, pp.375-386, 1997.

M. S. Meyer-u, Braided Matrix structure of q-Minkowski space and q-Poincare group, Z. Phys. C, vol.63, pp.457-475, 1994.

. O. Op-]-ogievtsky, Orthogonal and Sympleptic Quantum Matrix Algebras and Cayley-Hamilton Theorem for them, arxiv : math/0511618

. Si and . Sitarz, Noncommutative differential calculus on the ?-Minkowski space

S. N. Witten-e, String theory and noncommutative geometry, J. High Energy Phys, vol.9, issue.32, pp.93-100, 1999.

W. J. Zumino-b, Covariant differential calculus on the quantum hyperplane, Nuclear Physics B? Proceedings Supplements, vol.18, pp.302-312, 1991.