# Phase retrieval for solutions of the Schr{ö}dinger equations

**Authors:** Philippe Jaming  
**arXiv:** [2503.22447](https://arxiv.org/abs/2503.22447)  
**Date:** 2025-03-28  
**Summary page:** https://www.summarizepaper.com/en/paper/2503.22447v1/

## Key points

- Title: "Phase retrieval for solutions of the Schrödinger equations" by Philippe Jaming
- Presented at SampTA 2025 in Vienna, Austria
- Primary category: mathematical analysis (math.CA)
- Additional categories: mathematical complex variables (math.CV) and functional analysis (math.FA)
- Interdisciplinary nature of the study
- Thought-provoking questions posed by Jaming
- Partial answers provided to shed light on complexities
- Discussion of heuristics and approaches used
- Contribution to ongoing exploration of phase retrieval for solutions of the Schrödinger equations

## Summary

In this paper by Philippe Jaming, titled "Phase retrieval for solutions of the Schrödinger equations," the author delves into the intriguing problem of phase retrieval in the context of the Schrödinger equation. The study was presented at SampTA 2025 in Vienna, Austria and falls under the primary category of mathematical analysis (math.CA) with additional categories including mathematical complex variables (math.CV) and functional analysis (math.FA), highlighting its interdisciplinary nature. Jaming poses thought-provoking questions and offers partial answers to shed light on the complexities involved. He also discusses heuristics and approaches used to tackle this issue, adding valuable insights to the ongoing exploration of phase retrieval for solutions of the Schrödinger equations. Overall, Jaming's work contributes to a deeper understanding of this intricate problem in mathematical physics.