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The following pages link to A superalgebra <i>U</i> <i>q</i>[osp(3/2)] generated by deformed paraoperators and its morphism onto a <i>W</i> <i>q</i>(1/1) Clifford–Weyl algebra (Q4276733):
Displaying 5 items.
- Gradings, braidings, representations, paraparticles: some open problems (Q398516) (← links)
- A superalgebra morphism of \(U_ q[\text{osp}(1/2 N)]\) onto the deformed oscillator superalgebra \(W_ q(N)\) (Q1311002) (← links)
- Deformed Clifford<b><i>Cl<sub>q</sub></i></b>(<b><i>n</i></b> <b><i>m</i></b>) and orthosymplectic<b><i>U<sub>q</sub></i></b>[<b><i>osp</i></b>(2<b><i>n</i></b> 1 2<b><i>m</i></b>)] superalgebras and their root of unity representations (Q4468016) (← links)
- Finite-dimensional representations of the quantum superalgebra U<i>q</i>[gl(2/2)]. II. Nontypical representations at generic <i>q</i> (Q4873476) (← links)
- Recursively minimally-deformed oscillators (Q5284438) (← links)