GUBBIOTTI, GIORGIO
GUBBIOTTI, GIORGIO
Dipartimento di Matematica Federigo Enriques
Discrete-time systems in quasi-standard form and the $\mathfrak{h}_6$ coalgebra symmetry
2025 P. Drozdov, G. Gubbiotti
Explicit isomorphisms for the symmetry algebras of continuous and discrete isotropic oscillators
2025 P. Drozdov, G. Gubbiotti, D. Latini
Algebraic entropy for systems of quad equations
2024 G. Gubbiotti
Algebraic entropy for hex systems
2024 G. Gubbiotti, A.P. Kels, C. Viallet
An Elementary Construction of Modified Hamiltonians and Modified Measures of 2D Kahan Maps
2024 G. Gubbiotti, D. Mclaren, G.R.W. Quispel
Line geometry of pairs of second-order Hamiltonian operators and quasilinear systems
2024 G. Gubbiotti, B. van Geemen, P. Vergallo
Discrete Integrable Systems and Random Lax Matrices
2023 T. Grava, M. Gisonni, G. Gubbiotti, G. Mazzuca
Growth and Integrability of Some Birational Maps in Dimension Three
2023 M. Graffeo, G. Gubbiotti
Coalgebra symmetry for discrete systems
2023 G. Gubbiotti, D. Latini, B.K. Tapley
The sl2(R) coalgebra symmetry and the superintegrable discrete-time systems
2023 G. Gubbiotti, D. Latini
Classification of variational multiplicative fourth-order difference equations
2022 G. Gubbiotti
Space of Initial Values of a Map with A Quartic Invariant
2021 G. Gubbiotti, N. Joshi
Lax Pairs for the Discrete Reduced Nahm Systems
2021 G. Gubbiotti
Algebraic entropy for face-centered quad equations
2021 G. Gubbiotti, A.P. Kels
Superintegrable systems in non-Euclidean plane: Hidden symmetries leading to linearity
2021 G. Gubbiotti, M.C. Nucci
A Novel Integrable Fourth-Order Difference Equation Admitting Three Invariants
2021 G. Gubbiotti
Lagrangians and integrability for additive fourth-order difference equations
2020 G. Gubbiotti
Complexity and Integrability in 4D Bi-rational Maps with Two Invariants
2020 G. Gubbiotti, N. Joshi, D.T. Tran, C. Viallet
Bi-rational maps in four dimensions with two invariants
2020 G. Gubbiotti, N. Joshi, D.T. Tran, C.-. Viallet
Integrable discrete autonomous quad-equations admitting, as generalized symmetries, known five-point differential-difference equations
2019 R.N. Garifullin, G. Gubbiotti, R.I. Yamilov