CAREER: Interaction and Disorder Effects in Condensed Matter Systems

9876208这是一份职业补助金，授予一名开始从事研究和教育相结合项目的教职员工。研究集中在凝聚态系统中的强关联和无序效应。其目的是通过发展新的理论和计算方法来促进对强关联和无序系统的理解，这些方法可以用于解释实验数据，并为凝聚态物理提供新的方向。更具体地说，研究的重点是低维电子系统(如量子线、分数量子霍尔液体、量子点和碳纳米管)的输运和噪声特性，以及电子系统中由猝灭无序和相互作用引起的临界现象(如最近在Si-MOSFET中观察到的金属-绝缘体转变)，以及电子系统中的复杂标度现象(如多重分形标度)。这项研究反映在该项目的教育部分，范围从固体物理和无序系统的新课程和教科书的开发，到凝聚态物理研究生的个人培训和监督，再到吸引传统上代表性不足的学生进入科学领域。%这是为一个集研究和教育为一体的项目的入门教员提供的职业补助。研究集中在凝聚态系统中的强关联和无序效应。其目的是通过发展新的理论和计算方法来促进对强关联和无序系统的理解，这些方法可以用于解释实验数据，并为凝聚态物理提供新的方向。这项研究反映在该项目的教育部分，范围从固体物理和无序系统的新课程和教科书的开发，到凝聚态物理研究生的个人培训和监督，以及吸引传统上代表性不足的学生进入科学领域。

9876208ChamonThis is a CAREER grant to a starting faculty member for a program which integrates research and education. The research is concentrated on strong correlation and disorder effects in condensed matter systems. The goal is to advance the understanding of strongly correlated and disordered systems by developing new theoretical and computational methods which can be applied to explain experimental data and suggest new directions for condensed matter physics. More specifically, the research is focused on the transport and noise properties of low dimensional electronic systems (such as quantum wires, fractional quantum Hall liquids, quantum dots, and carbon nanotubes), on critical phenomena that result from both quenched disorder and interaction in electronic systems (such as the recently observed metal-insulator transitions in Si-MOSFET's), and on complex scaling phenomena in electronic systems (such as multifractal scaling). The research is reflected in the educational component of the project in areas which range from development of new courses and textbooks in solid state physics and disordered systems, to individual training and supervision of graduate students in condensed matter physics, to the attraction of traditionally underrepresented students into science.%%%This is a CAREER grant to a starting faculty member for a program which integrates research and education. The research is concentrated on strong correlation and disorder effects in condensed matter systems. The goal is to advance the understanding of strongly correlated and disordered systems by developing new theoretical and computational methods which can be applied to explain experimental data and suggest new directions for condensed matter physics. The research is reflected in the educational component of the project in areas which range from development of new courses and textbooks in solid state physics and disordered systems, to individual training and supervision of graduate students in condensed matter physics, to the attraction of traditionally underrepresented students into science.***