collaborators

12 papers

cond-mat.str-el2026

Universal scaling of spatially extended zero modes in inhomogeneous SSH chains

Gilles Parez, Nicolas Crampé, Quentin Labriet +2

Protected zero modes are a hallmark of topological phases of matter and are exponentially localized at sharp interfaces between distinct gapped phases. We investigate how this pict…

math-ph2026

Algebraic Leonard trio approach to rational functions: the Hahn case

Nicolas Crampé, Quentin Labriet, Lucia Morey +1

The finite families of Hahn polynomials and associated biorthogonal rational functions are interpreted algebraically in the framework of Leonard trios. We introduce the trio Hahn a…

math-ph2026

The dynamical algebra of the generic superintegrable model on the two-sphere

Nicolas Crampé, Quentin Labriet, Lucia Morey +3

The rank two Jacobi algebra is identified as the dynamical algebra of the generic quadratic superintegrable model on the two-sphere. The physical representation of…

math.CA2026

Algebraic interpretation of discrete families of matrix valued orthogonal polynomials

Quentin Labriet, Lucia Morey, Luc Vinet

An algebraic interpretation of matrix-valued orthogonal polynomials (MVOPs) is provided. The construction is based on representations of a (-deformed) Lie algebra

math.CA2026

Meta Algebras and Special Functions: the Racah Case

Nicolas Crampé, Quentin Labriet, Lucia Morey +3

Finite families of biorthogonal rational functions and orthogonal polynomials of Racah-type are studied within a unified algebraic framework based on the meta Racah algebra and its…

math.RT2026

Exceptional theta correspondences via Plancherel formulas for rank one symmetric spaces

Jan Frahm, Quentin Labriet

We consider the minimal representation of (a finite cover of) the conformal group of a simple split Jordan algebra over or , whenever it exists. The confor…