Mihály Weiner

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Sebastiano CarpiAssociate Professor of Mathematical Analysis, University of Rome "Tor Vergata"Verified email at mat.uniroma2.it
Mate MatolcsiRenyi Institute of MathematicsVerified email at renyi.hu
Yoh TanimotoDipartimento di Matematica, Università di Roma "Tor Vergata"Verified email at mat.uniroma2.it
Péter E. FrenkelELTE and Rényi Inst., BudapestVerified email at renyi.hu
Roberto LongoDipartimento di Matematica, Università di Roma Tor VergataVerified email at mat.uniroma2.it
Jaming PhilippeUniversité de BordeauxVerified email at math.u-bordeaux.fr
Ferenc SzöllősiShimane UniversityVerified email at riko.shimane-u.ac.jp
Yasuyuki KawahigashiProfessor of Mathematics, the University of TokyoVerified email at ms.u-tokyo.ac.jp
Paolo CamassaMIURVerified email at istruzione.it
Tamás CsörgőScientific Advisor, Wigner RCP Budapest, and Research Professor, MATE Institute of TechnologyVerified email at cern.ch
yu sinyukovBogolyubov Institute for Theoretical PhysicsVerified email at bitp.kiev.ua
Vincenzo MorinelliUniversity of Rome Tor VergataVerified email at mat.uniroma2.it
Milan MosonyiAssociate Professor at the Budapest University of Technology and EconomicsVerified email at math.bme.hu
András SzántóPhd student, Budapest Univesity of Technology and EconomicsVerified email at math.bme.hu
Roberto ContiAssociate Professor of Mathematical Analysis, Sapienza Università di RomaVerified email at sbai.uniroma1.it
Robin HillierLancaster UniversityVerified email at lancaster.ac.uk
György FarkasBudapesti Műszaki EgyetemVerified email at vbt.bme.hu
Adnan IbrahimbegovicUniversite Technologie Compiegne (Alliance Sorbonne Universite)Verified email at utc.fr
Noemi FriedmanInstitute for Computer Science and Control (SZTAKI)Verified email at ilab.sztaki.hu
Mihalis KolountzakisProfessor of Mathematics, University of Crete, GreeceVerified email at math.uoc.gr

Mihály Weiner

Associate Professor, Department of Analyses, Budapest University of Technology and Economics

Verified email at math.bme.hu - Homepage

Quantum Field Theory Operator Algebras Quantum Information Theory Matrix Analysis


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From vertex operator algebras to conformal nets and back S Carpi, Y Kawahigashi, R Longo, M Weiner American Mathematical Society 254 (1213), 2018	109	2018
A generalized Pauli problem and an infinite family of MUB-triplets in dimension 6 P Jaming, M Matolcsi, P Móra, F Szöllősi, M Weiner Journal of Physics A: Mathematical and Theoretical 42 (24), 245305, 2009	85	2009
Classical Information Storage in an n-Level Quantum System PE Frenkel, M Weiner Communications in Mathematical Physics 340 (2), 563-574, 2015	60	2015
A gap for the maximum number of mutually unbiased bases M Weiner Proceedings of the American Mathematical Society 141, 1963-1969, 2013	52	2013
Simple solutions of fireball hydrodynamics for self-similar elliptic flows SV Akkelin, T Csörgő, B Lukács, YM Sinyukov, M Weiner Physics Letters B 505 (1-4), 64-70, 2001	46	2001
On the uniqueness of diffeomorphism symmetry in conformal field theory S Carpi, M Weiner Communications in mathematical physics 258, 203-221, 2005	44	2005
Conformal covariance and the split property V Morinelli, Y Tanimoto, M Weiner Communications in Mathematical Physics 357, 379-406, 2018	41	2018
Conformal covariance and positivity of energy in charged sectors M Weiner Communications in mathematical physics 265, 493-506, 2006	31	2006
Complementarity and the algebraic structure of four-level quantum systems D Petz, A Szántó, M Weiner Infinite Dimensional Analysis, Quantum Probability and Related Topics 12 (01 …, 2009	27	2009
Conformal covariance and related properties of chiral QFT M Weiner arXiv preprint math/0703336, 2007	21	2007
Representations of conformal nets, universal C*-algebras and K-theory S Carpi, R Conti, R Hillier, M Weiner Communications in Mathematical Physics 320 (1), 275-300, 2013	17	2013
Thermal states in conformal QFT. II P Camassa, R Longo, Y Tanimoto, M Weiner Communications in Mathematical Physics 315 (3), 771-802, 2012	17	2012
An algebraic version of Haag’s theorem M Weiner Communications in Mathematical Physics 305 (2), 469-485, 2011	17	2011
From vertex operator algebra modules to representations of conformal nets S Carpi, M Weiner, F Xu To appear 2, 0	17
On vector configurations that can be realized in the cone of positive matrices PE Frenkel, M Weiner Linear Algebra and its Applications 459, 465-474, 2014	16	2014
On entanglement assistance to a noiseless classical channel PE Frenkel, M Weiner Quantum 6, 662, 2022	15	2022
On the error exponents of binary state discrimination with composite hypotheses M Mosonyi, Z Szilágyi, M Weiner IEEE Transactions on Information Theory 68 (2), 1032-1067, 2021	15*	2021
Systems of mutually unbiased Hadamard matrices containing real and complex matrices M Matolcsi, IZ Ruzsa, M Weiner Australasian Journal of Combinatorics 55, 35-47, 2013	15*	2013
Thermal states in conformal QFT. I P Camassa, R Longo, Y Tanimoto, M Weiner Communications in Mathematical Physics 309 (3), 703-735, 2012	15	2012
On the snap-back behavior of a self-deploying antiprismatic column during packing N Friedman, M Weiner, G Farkas, I Hegedűs, A Ibrahimbegovic Engineering structures 50, 74-89, 2013	14	2013

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