Martin Hallnäs
My research is focused on integrable (or exactly solvable) systems and special functions. I am particularly interested in integrable many-particle systems of so-called Calogero-Moser type and their connections with hypergeometric functions and orthogonal polynomials as well as symmetric functions and representation theory.
Showing 11 publications
Higher Order Deformed Elliptic Ruijsenaars Operators
From Kajihara’s transformation formula to deformed Macdonald–Ruijsenaars and Noumi–Sano operators
Quasi-invariant Hermite Polynomials and Lassalle-Nekrasov Correspondence
Super-Macdonald Polynomials: Orthogonality and Hilbert Space Interpretation
Product formulas for the relativistic and nonrelativistic conical functions
On the spectra of real and complex lamé operators
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Showing 1 research projects
Quasi-invariants of finite Coxeter groups and integrable systems