Hopf algebra deformations are merged with a class of Lie systems of Hamiltonian type, the
so-called Lie–Hamilton systems, to devise a novel formalism: the Poisson–Hopf algebra …

Based on a recently developed procedure to construct Poisson–Hopf deformations of Lie–
Hamilton systems 9, a novel unified approach to nonequivalent deformations of Lie …

This paper belongs to a group of work in the intersection of symbolic computation and group
analysis aiming for the symbolic analysis of differential equations. The goal is to extract …

Узагальненi оператори Казiмiра, сингулярнi модулi редукцiї та симетрiї д Page 1
Нацiональна академiя наук України Iнститут математики На правах рукопису БОЙКО …

The notion of quantum algebras is merged with that of Lie systems in order to establish a
new formalism called Poisson-Hopf algebra deformations of Lie systems. The procedure can …

A procedure for the construction of nonlinear realizations of Lie algebras in the context of
Vessiot–Guldberg–Lie algebras of first-order systems of ordinary differential equations …

La noción de álgebras cuánticas se fusiona con la de sistemas de Lie para establecer un
nuevo formalismo, las deformaciones del álgebra de Poisson–Hopf de los sistemas de Lie …

Hopf algebra deformations are merged with a class of Lie systems of Hamiltonian type, the
so-called Lie-Hamilton systems, to devise a novel formalism: the Poisson-Hopf algebra …

Based on a recently developed procedure to construct Poisson-Hopf deformations of Lie–
Hamilton systems, a novel unified approach to nonequivalent deformations of Lie–Hamilton …