activity
19952026
most citedNew integrable systems related to the relativistic Toda lattice

91 citations · 976 across the 71 of their papers we have counts for

collaborators

76 papers

nlin.SI2026

Conserved quantities of discretizations by polarization

Noah Gießing, Yuri B. Suris

Recently, a family of unconventional integrators for higher order ODEs with polynomial vector fields was proposed, based on the polarization of vector fields. The simplest instance…

nlin.SI2026

Geometry of two- and three-dimensional integrable systems related to affine Weyl groups and

Jaume Alonso, Yuri B. Suris

We find a general framework for the construction of birational involutions on two- and three-dimensional varieties obtained from , , and…

nlin.SI2025

Geometry of autonomous discrete Painlevé equations related to the Weyl group

Jaume Alonso, Yuri B. Suris

Discrete Painlevé equations are integrable two-dimensional birational maps associated to a family of generalized Halphen surfaces. The latter can be seen either as bl…

nlin.SI2025

Invariant volume form for 3D QRT maps

Jaume Alonso, Yuri B. Suris

Recently, we proposed a three-dimensional generalization of QRT maps. These novel maps can be associated with pairs of pencils of quadrics in . By construction, these…

math-ph2025

Discrete Painlevé equations from pencils of quadrics in with branching generators

Jaume Alonso, Yuri B. Suris

In this paper we extend the novel approach to discrete Painlevé equations initiated in our previous work [2]. A classification scheme for discrete Painlevé equations proposed by Sa…

nlin.SI2024

Discrete Painlevé equations and pencils of quadrics in

Jaume Alonso, Yuri B. Suris, Kangning Wei

Discrete Painlevé equations constitute a famous class of integrable non-autonomous second order difference equations. A classification scheme proposed by Sakai interprets a discret…