Amol Aggarwal

collaborators

4 papers

math.PR2026

Fluctuations for the Toda lattice

Amol Aggarwal, Matthew Nicoletti

In this paper we consider the Toda lattice $(p (t); q (t))$ at thermal equilibrium, meaning that its variables $(p_{j})$ and $(e^{q_{j} - q_{j + 1}})$ are independent Gaussi…

math-ph2026★ 1 cited

Asymptotic Scattering Relation for the Toda Lattice

Amol Aggarwal

In this paper we consider the Toda lattice $(p (t); q (t))$ at thermal equilibrium, meaning that its variables $(p_{i})$ and $(e^{q_{i} - q_{i + 1}})$ are independe…

math-ph2026

Effective Velocities in the Toda Lattice

Amol Aggarwal

In this paper we consider the Toda lattice $(p (t); q (t))$ at thermal equilibrium, meaning that its variables $(p_{i})$ and $(e^{q_{i} - q_{i + 1}})$ are independe…

math.PR2025

Mobility Edge for the Anderson Model on the Bethe Lattice

Amol Aggarwal, Patrick Lopatto

We pinpoint the spectral decomposition for the Anderson tight-binding model with an unbounded random potential on the Bethe lattice of sufficiently large degree. We prove that ther…