220 citations
- University of Maryland, College ParkUS8 papers
- High Energy Accelerator Research OrganizationJP7 papers
- University of California, IrvineUS7 papers
- University of KansasUS7 papers
- University of California, Los AngelesUS6 papers
- Washington University in St. LouisUS6 papers
- Stanford UniversityUS5 papers
- The Ohio State UniversityUS5 papers
- TU Dortmund UniversityDE5 papers
- University of California, BerkeleyUS5 papers
- University of Hawaiʻi at MānoaUS5 papers
- Goddard Space Flight CenterUS4 papers
10 papers · 1 filter
Can Non-Equilibrium Spin Hall Accumulation be Induced in Ballistic Nanostructures?
Branislav K. Nikolic, Satofumi Souma, Liviu P. Zarbo +1
We demonstrate that flow of longitudinal unpolarized current through a ballistic two-dimensional electron gas with Rashba spin-orbit coupling will induce nonequilibrium spin accumu…
Spin Hall Current Driven by Quantum Interferences in Mesoscopic Rashba Rings
Satofumi Souma, Branislav K. Nikolic
We propose an all-electrical nanoscopic structure where {\em pure} spin current is induced in the transverse voltage probes attached to {\em quantum-coherent} one-dimensional ring…
A uniform functional law of the logarithm for the local empirical process
David M. Mason
We prove a uniform functional law of the logarithm for the local empirical process. To accomplish this we combine techniques from classical and abstract empirical process theory, G…
Amorphic association schemes with negative Latin square type graphs
James A. Davis, Qing Xiang
Applying results from partial difference sets, quadratic forms, and recent results of Brouwer and Van Dam, we construct the first known amorphic association scheme with negative La…
Mesoscopic Spin Hall Effect in Multiprobe Ballistic Spin-Orbit Coupled Semiconductor Bridges
Branislav K. Nikolic, Liviu P. Zarbo, Satofumi Souma
We predict that unpolarized charge current driven through the longitudinal leads attached to ballistic quantum-coherent two-dimensional electron gas (2DEG) in semiconductor heteros…
Negative Latin square type partial difference sets in nonelementary abelian 2-groups
James A. Davis, Qing Xiang
Combining results on quadrics in projective geometries with an algebraic interplay between finite fields and Galois rings, we construct the first known family of partial difference…