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19932022
most citedLocal D=4 Field Theory on --Deformed Minkowski Space

146 citations · 847 across the 74 of their papers we have counts for

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Showing 1996Show all

6 papers · 1 filter

solv-int1996★ 2 cited

Irreducible Representations of an Algebra underlying Hidden Symmetries of a class of Quasi Exactly Solvable Systems of Equations

Y. Brihaye, S. Giller, P. Kosinski +1

The set of linear, differential operators preserving the vector space of couples of polynomials of degrees n and n-2 in one real variable leads to an abstract associative graded al…

hep-th1996★ 2 cited

On the relations between osp(2,2) and the quasi exactly solvable systems

Yves Brihaye, Stefan Giller, Piotr Kosinski

By taking a product of two sl(2) representations, we obtain the differential operators preserving some space of polynomials in two variables. This allows us to construct the repres…

q-alg1996

Differential calculus on the quantum Heisenberg group

Piotr Kosinski, Pawel Maslanka, Karol Przanowski

The differential calculus on the quantum Heisenberg group is conlinebreak structed. The duality between quantum Heisenberg group and algebra is proved.

q-alg1996★ 24 cited

Differential calculi on quantum Minkowski space

Cezary Gonera, Piotr Kosinski, Pawel Maslanka

The differential calculus on n-dimensional quantum Minkowski space covariant with respect to left action of Kappa-Poincar'e group is constructed and its uniqueness is shown.

q-alg1996

A note on geometry of Kappa-Minkowski space

Stefan Giller, Cezary Gonera, Piotr Kosinski +1

The infinitesimal action of Kappa-Poincar'e group on Kappa-Minkowski space is computed both for generators of Kappa-Poincar'e algebra and those of Woronowicz generalized Lie algebr…

q-alg1996★ 1 cited

The bicovariant differential calculus on the three-dimensional Kappa-Poincar'e group

Piotr Kosinski, Michal Majewski, Pawel Maslanka

The bicovariant differential calculus on the three-dimensional Kappa-Poincar'e group and the corresponding Lie-algebra structure are described. The equivalence of this Lie-algebra…