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Emergent multifractality in power-law decaying eigenstates

Adway Kumar Das ^* and Anandamohan Ghosh ^†

Ivan M. Khaymovich ^‡

Indian Institute of Science Education and Research Kolkata, Mohanpur 741246, India

Nordita, Stockholm University, and KTH Royal Institute of Technology, Hannes Alfvéns väg 12, SE-106 91 Stockholm, Sweden and Institute for Physics of Microstructures, Russian Academy of Sciences, 603950 Nizhny Novgorod, GSP-105, Russia

^*Contact author: akd19rs062@iiserkol.ac.in
^†Contact author: anandamohan@iiserkol.ac.in
^‡Contact author: ivan.khaymovich@gmail.com

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Articles Citing

Emergent multifractality in power-law decaying eigenstates

Identifying mobility edge from finite temperature spectral form factor

Local density of states distribution and multifractal eigenvectors of weighted random networks via the cavity approach

Signatures of nonergodicity in sparse random matrices

Exactly solvable Russian-doll model: Renormalization-group cycles meet fractality

Spectral statistics, nonequilibrium dynamics, and thermalization in random matrices with global Z2 symmetry

Anderson localization in spatially structured random graphs

Coexistence of Anderson localization and quantum scarring in two dimensions

θ-term in Russian Doll Model: phase structure, quantum metric and BPS fractality

Anomalous energy correlations and spectral form factor in the nonergodic phase of the β ensemble

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