activity
20002023
most citedGlobal entanglement in multiparticle systems

520 citations · 975 across the 37 of their papers we have counts for

collaborators

39 papers

math.RT2023

The spherical Whittaker Inversion Theorem and the quantum non-periodic Toda Lattice

Nolan R. Wallach

In this paper the spherical case of the Whittaker Inversion Theorem is given a relatively self-contained proof. This special case can be used as a help in deciphering the handling…

math.RT2022

On a question related to a basic convergence theorem of Harish-Chandra

Nolan R. Wallach

In his first 1958 paper on zonal spherical functions Harish-Chandra proved an extremely delicate convergence theorem which was basic to his subsequent definition of his Schwartz sp…

math.CO2021

Harmonic differential forms for pseudo-reflection groups II. Bi-degree bounds

Joshua P. Swanson, Nolan R. Wallach

This paper studies three results that describe the structure of the super-coinvariant algebra of pseudo-reflection groups over a field of characteristic . Our most general resul…

math.RT2021

Stability theorems for multiplicities in graded -modules

Marino Romero, Nolan Wallach

In this paper, we prove several stability theorems for multiplicities of naturally defined representations of symmetric groups. The first such theorem states that if we consider th…

math.RT2020

The dependence on parameters of the inverse functor to the -finite functor

Nolan R. Wallach

An interpretation of the Casselman-Wallach (C-W) Theorem is that the -finite functor is an isomorphism of categories from the category of finitely generated, admissible smooth F…

math.CO2020

Harmonic differential forms for pseudo-reflection groups I. Semi-invariants

Joshua P. Swanson, Nolan R. Wallach

We give a type-independent construction of an explicit basis for the semi-invariant harmonic differential forms of an arbitrary pseudo-reflection group in characteristic zero. Our…