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19972026
most citedTemperature and magnetic field dependent longitudinal spin relaxation in nitrogen-vacancy ensembles in diamond

419 citations

Showing 2020 · quant-phShow all

7 papers · 2 filters

quant-ph2020★ 30 cited

Dynamic nuclear spin polarization in nitrogen-vacancy centers in diamond

Laima Busaite, Reinis Lazda, Andris Berzins +3

We studied the dynamic nuclear spin polarization of nitrogen in negatively charged nitrogen-vacancy (NV) centers in diamond both experimentally and theoretically over a wide range…

quant-ph2020★ 1 cited

Lackadaisical quantum walks on triangular and honeycomb 2D grids

Nikolajs Nahimovs

In the typical model, a discrete-time coined quantum walk search has the same running time of for 2D rectangular, triangular and honeycomb grids. It is known…

quant-ph2020★ 15 cited

Cross-relaxation studies with optically detected magnetic resonances in nitrogen-vacancy centers in diamond in an external magnetic field

Reinis Lazda, Laima Busaite, Andris Berzins +5

In this paper cross-relaxation between nitrogen-vacancy (NV) centers and substitutional nitrogen in a diamond crystal was studied. It was demonstrated that optically detected magne…

quant-ph2020★ 25 cited

Ultraprecise Rydberg atomic localization using optical vortices

Ning Jia, Teodora Kirova, Gediminas Juzeliunas +2

We propose a robust localization of the highly-excited Rydberg atoms, interacting with doughnut-shaped optical vortices. Compared with the earlier standing-wave (SW)-based localiza…

quant-ph2020★ 12 cited

A random-walk benchmark for single-electron circuits

David Reifert, Martins Kokainis, Andris Ambainis +2

Mesoscopic integrated circuits achieving high-fidelity control of elementary quantum systems require new methodology for benchmarking. We offer circuit-level statistical descriptio…

quant-ph2020★ 9 cited

Quantum Coupon Collector

Srinivasan Arunachalam, Aleksandrs Belovs, Andrew M. Childs +3

We study how efficiently a -element set can be learned from a uniform superposition of its elements. One can think of $|S\rangle=\sum_{i\in S}|i\rang…