Joshua Feinberg

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A. ZeeProfessor, University of CaliforniaVerified email at kitp.ucsb.edu
Gerald DunneUniversity of ConnecticutVerified email at uconn.edu
Naomichi HatanoInstitute of Industrial Science, University of TokyoVerified email at iis.u-tokyo.ac.jp
Shmuel FishmanTechnionVerified email at physics.technion.ac.il
Carl M BenderProfessor of Physics, Washington University in St. LouisVerified email at wuphys.wustl.edu
Roman RiserTexas Tech UniversityVerified email at ttu.edu
Asa Ben-HurComputer Science, Colorado State UniversityVerified email at cs.colostate.edu
Hava SiegelmannProfessor of Computer Science, and Brain Sciences, UMass AmherstVerified email at cs.umass.edu
Richard ScalettarProfessor of Physics, University of California, DavisVerified email at physics.ucdavis.edu
Ken MochizukiRIKENVerified email at riken.jp
David J. WeirUniversity of HelsinkiVerified email at helsinki.fi
Daniel W HookWashington University in St Louis, Imperial College LondonVerified email at imperial.ac.uk
Tatsuro KawamotoNational Institute of Advanced Industrial Science and TechnologyVerified email at aist.go.jp
Israel KlichProfessor of Physics, University of VirginiaVerified email at virginia.edu
Itzhak FouxonYonsei UniversityVerified email at yonsei.ac.kr
Obuse HideakiHokkaido University, JapanVerified email at eng.hokudai.ac.jp
j zinn-justinIRFU, CEA, Paris-Saclay UniversityVerified email at academie-sciences.fr
fabio bagarelloProfessor of Mathematical PhysicsVerified email at unipa.it
Petri KäpyläGroup leader, Institute for Solar Physics (KIS)Verified email at leibniz-kis.de
Shimon RubinUniversity of California San DiegoVerified email at eng.ucsd.edu

Joshua Feinberg

University of Haifa and Technion

Verified email at physics.technion.ac.il

mathematical physics theoretical high energy physics quantum field theory statistical mechanics


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Non-hermitian random matrix theory: Method of hermitian reduction J Feinberg, A Zee Nuclear Physics B 504 (3), 579-608, 1997	290	1997
Non-Hermitian localization and delocalization J Feinberg, A Zee Physical Review E 59 (6), 6433, 1999	190	1999
Self-isospectral periodic potentials and supersymmetric quantum mechanics G Dunne, J Feinberg Physical Review D 57 (2), 1271, 1998	162	1998
Non-Gaussian non-Hermitian random matrix theory: phase transition and addition formalism J Feinberg, A Zee Nuclear Physics B 501 (3), 643-669, 1997	159	1997
Casimir effect: The classical limit J Feinberg, A Mann, M Revzen Annals of Physics 288 (1), 103-136, 2001	89	2001
Spectral curves of non-Hermitian Hamiltonians J Feinberg, A Zee Nuclear Physics B 552 (3), 599-623, 1999	75	1999
All about the static fermion bags in the Gross–Neveu model J Feinberg Annals of Physics 309 (1), 166-231, 2004	74	2004
Renormalizing rectangles and other topics in random matrix theory J Feinberg, A Zee Journal of statistical physics 87, 473-504, 1997	57	1997
“Single ring theorem” and the disk-annulus phase transition J Feinberg, R Scalettar, A Zee Journal of Mathematical Physics 42 (12), 5718-5740, 2001	54	2001
Kinks and bound states in the Gross-Neveu model J Feinberg Physical Review D 51 (8), 4503, 1995	49	1995
Self-adjoint Wheeler-DeWitt operators, the problem of time, and the wave function of the Universe J Feinberg, Y Peleg Physical Review D 52 (4), 1988, 1995	44	1995
Chaotic systems in complex phase space CM Bender, J Feinberg, DW Hook, DJ Weir Pramana 73, 453-470, 2009	39	2009
Probabilistic interpretation of resonant states N Hatano, T Kawamoto, J Feinberg Pramana 73, 553-564, 2009	37	2009
Non-Hermitian random matrix theory: summation of planar diagrams, the ‘single-ring’theorem and the disc–annulus phase transition J Feinberg Journal of Physics A: Mathematical and General 39 (32), 10029, 2006	36	2006
Dynamical generation of extended objects in a (1+ 1)-dimensional chiral field theory: Nonperturbative Dirac operator resolvent analysis J Feinberg, A Zee Physical Review D 56 (8), 5050, 1997	35	1997
Fermion bags in the massive Gross-Neveu model J Feinberg, A Zee Physics Letters B 411 (1-2), 134-140, 1997	31	1997
Does the complex deformation of the Riemann equation exhibit shocks? CM Bender, J Feinberg Journal of Physics A: Mathematical and Theoretical 41 (24), 244004, 2008	28	2008
Casimir energy of a dilute dielectric ball with uniform velocity of light at finite temperature I Klich, J Feinberg, A Mann, M Revzen Physical Review D 62 (4), 045017, 2000	28	2000
Chebyshev-polynomial expansion of the localization length of Hermitian and non-Hermitian random chains N Hatano, J Feinberg Physical Review E 94 (6), 063305, 2016	21	2016
Probabilistic analysis of a differential equation for linear programming A Ben-Hur, J Feinberg, S Fishman, HT Siegelmann Journal of Complexity 19 (4), 474-510, 2003	21	2003

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