关键词: Quantum electrodynamics 、 Simple (abstract algebra) 、 Physics 、 Weak localization 、 Electric field 、 Anderson localization 、 Quantum mechanics 、 Minor (linear algebra) 、 Zero (complex analysis) 、 Delocalized electron 、 Electron
摘要: The possibility of Anderson localization electrons in a disordered solid d dimensions the presence finite, uniform electric field is discussed. self-consistent diagrammatic theory developed for zero fields generalized to treat case finite field. In one-dimensional systems this shown reproduce exact results Prigodin except some minor differences. For weak fields, or strong disorder, there power-law and stronger mobility edge past which states are extended. higher leads conclusion that not possible fields. Simple arguments indicate independent theory.