collaborators

5 papers

math-ph2026

Moving Frames for Lie Pseudo-groups: A Recursive Implementation

Peter J. Olver, Francis Valiquette

A new recursive implementation of the equivariant moving frame method for infinite-dimensional Lie pseudo-group actions is presented. It allows pseudo-group normalizations to be pe…

math-ph2025

Convergence of Normal Form Power Series for Infinite-Dimensional Lie Pseudo-Group Actions

Peter J. Olver, Masoud Sabzevari, Francis Valiquette

We prove the convergence of normal form power series for suitably nonsingular analytic submanifolds under a broad class of infinite-dimensional Lie pseudo-group actions. Our theore…

math.AP2025

Continuous Revival of the Periodic Schrödinger Equation with Piecewise Potential

Dinh-Quan Tran, Peter J. Olver

In this paper, we investigate the revivals of the one-dimensional periodic Schrödinger equation with a piecewise potential function. As has been observed through numerical s…

math.AP2025

New Revival Phenomena for Bidirectional Dispersive Hyperbolic Equations

George Farmakis, Jing Kang, Peter J. Olver +2

In this paper, the dispersive revival and fractalization phenomena for bidirectional dispersive equations on a bounded interval subject to periodic boundary conditions and disconti…

cs.CV2025

The Batch Artifact Scanning Protocol: A new method using computed tomography (CT) to rapidly create three-dimensional models of objects from large collections en masse

Katrina Yezzi-Woodley, Jeff Calder, Mckenzie Sweno +2

Within anthropology, the use of three-dimensional (3D) imaging has become increasingly common and widespread since it broadens the available avenues for addressing a wide range of…