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Research area:Physics and AstronomyTheoretical and Computational PhysicsScaling
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Hybrid scaling explains overlapping Yang-Lee critical regions

Physics and Astronomy research
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What the study found

The study found that, in the overlapping critical region between classical and quantum Yang-Lee edge singularities, scaling behavior can be described by a hybrid scaling mechanism. This means scaling functions from both critical regimes apply at the same time and obey a constraint relation.

Why the authors say this matters

The authors conclude that this framework captures critical behavior in overlapping regions between classical and quantum phase transitions. They also say it provides a way to extract quantum critical information from finite-temperature classical measurements and to probe quantum criticality experimentally.

What the researchers tested

The researchers applied established renormalization group crossover theory to a non-Hermitian Yang-Lee edge singularity system. They used the transverse Ising chain in an imaginary longitudinal field as a model and examined its zero-dimensional and one-dimensional quantum and classical Yang-Lee edge singularity phase transitions.

What worked and what didn't

They systematically investigated scaling functions in the critical regions of 0D and 1D quantum Yang-Lee edge singularities and of 0D and 1D classical Yang-Lee edge singularities. They also examined the hybrid scaling mechanism in overlapping critical regions, especially between classical and quantum Yang-Lee edge singularities, and reported a concrete realization of quantum-to-classical crossover in this non-Hermitian system.

What to keep in mind

The abstract does not describe specific numerical values, detailed limits, or experimental validation beyond the model study. It also does not state limitations of the hybrid scaling framework in the available summary.

Key points

  • A hybrid scaling mechanism was proposed for overlapping classical and quantum Yang-Lee edge singularity regions.
  • The mechanism says scaling functions from both critical regimes can apply together and satisfy a constraint relation.
  • The transverse Ising chain in an imaginary longitudinal field was used as the test model.
  • The model includes 0D and 1D quantum Yang-Lee edge singularity transitions at zero temperature and classical transitions at finite temperature.
  • The authors say the framework may help extract quantum critical information from finite-temperature classical measurements.

Disclosure

Research title:
Hybrid scaling explains overlapping Yang-Lee critical regions
Authors:
Yuemei Sun, Wenjing Yu, Xinyu Wang, Liang-Jun Zhai
Publication date:
2026-04-20
OpenAlex record:
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Image credit:
Photo by Google DeepMind on Pexels · Pexels License
AI provenance: This post was generated by OpenAI. The original authors did not write or review this post.