Theoretical Studies Of Quantum Systems With Strong Interactions

9971332 wiegmann该奖项由材料研究部的材料理论项目、数学科学部的分析项目和物理部的数学物理项目共同资助。本理论研究的重点是强相互作用电子系统中干扰效应的各个方面以及可积模型的研究。研究的主题包括：电子液体中的隧道效应和量子干涉效应；量子晶体的熔化和形成；分数量子霍尔效应；不适应系统的复光谱分析可积辛映射；以及可积动力系统中混沌的开始。该奖项由材料研究部的材料理论项目、数学科学部的分析项目和物理部的数学物理项目共同资助。本理论研究的重点是强相互作用电子系统中干扰效应的各个方面以及可积模型的研究。研究的主题包括：电子液体中的隧道效应和量子干涉效应；量子晶体的熔化和形成；分数量子霍尔效应；不适应系统的复光谱分析可积辛映射；和可积动力系统中混沌的开始

9971332WiegmannThis award isjointly supported by the Materials Theory Program in the Division of Materials Research, the Analysis Program in the Division of Mathematical Sciences and the Mathematical Physics Program in the Physics Division. This theoretical research focuses on various aspects of interference effects in strongly interactive electronic systems and the study of integrable models. Topics to be studied include: tunneling and quantum interference effects in electron liquids; melting and formation of quantum crystals; fractional quantum Hall effect; analysis of complex spectra of incommensurate systems; integrable symplectic maps; and onset of chaos in integrable dynamical systems.%%%This award isjointly supported by the Materials Theory Program in the Division of Materials Research, the Analysis Program in the Division of Mathematical Sciences and the Mathematical Physics Program in the Physics Division. This theoretical research focuses on various aspects of interference effects in strongly interactive electronic systems and the study of integrable models. Topics to be studied include: tunneling and quantum interference effects in electron liquids; melting and formation of quantum crystals; fractional quantum Hall effect; analysis of complex spectra of incommensurate systems; integrable symplectic maps; and onset of chaos in integrable dynamical systems.***