Kang Lu

Postdoc

University of Arkansas at Fayetteville

postdoc

11 h-index 58 pubs 636 cited

Research Areas

Quantum Group Theory Integrable Systems Supersymmetric Quantum Mechanics Algebraic Structures in Physics Theoretical Physics Research Spin Chain Models Acute Ischemic Stroke Management

Links

ORCID

Is this your profile? Verify and claim your profile

OverviewAI-generated summary

Kang Lu's research focuses on theoretical physics, specifically within the domains of super Yangians, quantum groups, and integrable systems. His work explores connections between algebraic structures, such as super Yangians and affine quantum groups, and their applications in understanding physical systems like spin chains and Gaudin models. Lu has investigated the Bethe ansatz, a key method for solving exactly solvable models in quantum mechanics, and its application to supersymmetric spin chains associated with specific Lie superalgebras like $\mathfrak{gl}_{1|1}$. His publications also delve into concepts like the Drinfeld functor and Schur-Weyl duality in the context of quantum toroidal superalgebras. While his primary research is in theoretical physics, one publication in 2024 relates to health sciences, examining the use of flow cytometry for prognostic monitoring in acute ischemic stroke.

Metrics

  • h-index: 11
  • Publications: 58
  • Citations: 636

Selected Publications

  • Co-tuning Ultrathin ZnO Films and Programmable 3D Textures to Control Lunar Dust Simulant Adhesion (2026) DOI
  • High-Performance Silicon Anodes by Novel Polymeric Coatings (2025) DOI