On critical stability of three quantum charges interacting through delta potentials
Horia Decebal Cornean, Pierre Duclos (CPT), Benjamin Ricaud (CPT)

TL;DR
This paper investigates the conditions under which three one-dimensional quantum particles with charge and spinless properties, interacting via delta potentials, form at least one bound state, contributing to understanding quantum stability.
Contribution
It provides new sufficient conditions ensuring the existence of bound states in a three-particle quantum system with delta interactions.
Findings
Derived conditions guaranteeing bound states
Enhanced understanding of quantum stability with delta potentials
Applicable to one-dimensional quantum charge systems
Abstract
We consider three one dimensional quantum, charged and spinless particles interacting through delta potentials. We derive sufficient conditions which guarantee the existence of at least one bound state.
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