Keith Slevin

Osaka University

H-index: 28

Asia-Japan

About Keith Slevin

Keith Slevin, With an exceptional h-index of 28 and a recent h-index of 13 (since 2020), a distinguished researcher at Osaka University, specializes in the field of Anderson localization.

His recent articles reflect a diverse array of research interests and contributions to the field:

Coherent wave propagation in spin-orbit coupled disordered systems

Time evolution of coherent wave propagation and spin relaxation in spin-orbit-coupled systems

Machine learning wave functions to identify fractal phases

Critical behavior of the Anderson transition in higher-dimensional Bogoliubov–de Gennes symmetry classes

A Stochastic Method to Compute the L2 Localisation Landscape

Borel-Padé analysis of the critical exponent of Anderson transition in Bogoliubov-de Gennes symmetry classes

Analysis of Kohn–Sham Eigenfunctions Using a Convolutional Neural Network in Simulations of the Metal–Insulator Transition in Doped Semiconductors

Keith Slevin Information

University	Osaka University
Position	Associate Professor
Citations(all)	2990
Citations(since 2020)	725
Cited By	2597
hIndex(all)	28
hIndex(since 2020)	13
i10Index(all)	43
i10Index(since 2020)	20
Email	Access Email
University Profile Page	Osaka University
Google Scholar	View Google Scholar Profile

Keith Slevin Skills & Research Interests

Anderson localization

Top articles of Keith Slevin

Title	Journal	Author(s)	Publication Date
Coherent wave propagation in spin-orbit coupled disordered systems	Bulletin of the American Physical Society	Masataka Kakoi Keith Slevin	2024/3/7
Time evolution of coherent wave propagation and spin relaxation in spin-orbit-coupled systems	Physical Review A	Masataka Kakoi Keith Slevin	2024/3/4
Machine learning wave functions to identify fractal phases	Physical Review B	Tilen Čadež Barbara Dietz Dario Rosa Alexei Andreanov Keith Slevin ...	2023/11/17
Critical behavior of the Anderson transition in higher-dimensional Bogoliubov–de Gennes symmetry classes	Physical Review B	Tong Wang Zhiming Pan Keith Slevin Tomi Ohtsuki	2023/10/30
A Stochastic Method to Compute the L2 Localisation Landscape	Journal of the Physical Society of Japan	Masataka Kakoi Keith Slevin	2023/5/15
Borel-Padé analysis of the critical exponent of Anderson transition in Bogoliubov-de Gennes symmetry classes	APS March Meeting Abstracts	Tong Wang Zhiming Pan Keith Slevin Tomi Ohtsuki	2022
Analysis of Kohn–Sham Eigenfunctions Using a Convolutional Neural Network in Simulations of the Metal–Insulator Transition in Doped Semiconductors	Journal of the Physical Society of Japan	Yosuke Harashima Tomohiro Mano Keith Slevin Tomi Ohtsuki	2021/9/15