Localization length in Dorokhov s microscopic model of multi-channel wires

Localization from Conductance in Few-channel Disordered Wires

We study localization in twoand three channel quasi-1D systems using multichain tight-binding Anderson models with nearest-neighbour interchain hopping. In the three chain case we discuss both the case of freeand that of periodic boundary conditions between the chains. The finite disordered wires are connected to ideal leads and the localization length is defined from the Landauer conductance i...

Adaptive Local Thresholding for Co-Localization Detection in Multi-Channel Fluorescence Microscopic Images

Quantum transport in disordered wires: Equivalence of one-dimensional σ model and Dorokhov-Mello-Pereyra-Kumar equation

The two known non-perturbative theories of localization in disordered wires, the Fokker-Planck approach due to Dorokhov, Mello, Pereyra, and Kumar, and the field-theoretic approach due to Efetov and Larkin, are shown to be equivalent for all symmetry classes. The equivalence had been questioned as a result of field-theoretic calculations of the average conductance by Zirnbauer [PRL 69, 1584 (19...

the norms of localization in translating persian multimodal texts: the case of videogame demos

abstract هنجارهای بومی سازی در ترجمه متون چندوجهی فارسی:مورد دموهای بازیهای کامپیوتری چکیده اهداف عمده مطالعه حاضر به سه دسته تقسیم میشوند: 1) بررسی مشکلات احتمالی ترجمه دموهای (فیلمهای) بازیهای کامپیوتری،2) تعیین هنجارهای بومی سازی در ترجمه دموهای (فیلمهای) بازیهای کامپیوتری و 3) تعیین ایدئولوژیهایی که این هنجارها در جامعه نشان میدهند. به این منظور، ابتدا، مجموعه ای ازدموهای (فیلمهای) ب...

Global partial density of states: Statistics and localization length in quasi-one-dimensional disordered wires

We study numerically the behavior of the distributions functions for diagonal and off-diagonal elements of the global partial density of states DOS in quasi-one-dimensional Q1D disordered wires as a function of disorder parameter from metal to insulator. We consider two different models for disordered Q1D wire: a set of two-dimensional N scatterers of potentials with arbitrary signs and strengt...