编辑信息 |
Editor-in-Chief S. KanhereUniversity of New South Wales, Sydney, 2052, New South Wales, AustraliaEditor-in-Chief Emeritus and Founder I.F. AkyildizGeorgia Institute of Technology School of Electrical and Computer Engineering, 777Atlantic Drive NW, Atlanta, Georgia, 30332-0360, United StatesEditorial Board M. AguilarPolytechnic University of Catalonia, Barcelona, SpainK. AkkayaFlorida International University, Miami, Florida, United StatesJ. AlvesCentre for Maritime Research and Experimentation, La Spieza, ItalyTexas A&M University Kingsville, Kingsville, Texas, United States Osnabrück University Institute of Computer Science, Osnabrueck, Germany S. AvalloneUniversity of Naples Federico II, Napoli, ItalyS. BasagniNortheastern University, Institute for the Wireless Internet of Things, Department of Electrical and Computer Engineering, Boston, Massachusetts, United StatesA. BenslimaneAvignon University, Avignon, FranceL. BononiUniversity of Bologna Department of Sciences of the Quality of Life Campus of Rimini, Rimini, ItalyA. BoukercheUniversity of Ottawa, Ottawa, Ontario, CanadaR. Cardell-OliverThe University of Western Australia, Perth, Western Australia, AustraliaM. CesanaPolytechnic University of Milan, Milano, ItalyS. ChakrabortyIndian Institute of Technology Kharagpur, Kharagpur, IndiaF. CuomoUniversity of Rome La Sapienza, Roma, ItalyF. DelicatoFederal University of Rio de Janeiro, Rio de Janeiro, BrazilM. Di FeliceUniversity of Bologna Department of Sciences of the Quality of Life Campus of Rimini, Rimini, Italy![F. Dressler](data:image/jpeg;base64,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F. DresslerPaderborn University, Paderborn, GermanyTechnical University of Denmark, Kongens(Kgs) Lyngby, Denmark I. Guerin-LassousComputer Science Laboratory, Lyon, FranceÇ. GüngörAbdullah Gul University, Kayseri, TurkeyO. GurbuzSabanci University, İstanbul, TurkeyG.P. HanckeCity University of Hong Kong, Hong Kong SARR. JurdakQueensland University of Technology, School of Electrical Engineering and Computer Science, Brisbane, Queensland, AustraliaE. KhorovRussian Academy of Sciences, Moskva, Russian FederationK. Kosek-SzottAGH University of Science and Technology, Krakow, PolandA.A.F. LoureiroFederal University of Minas Gerais, Belo Horizonte, BrazilT. LuoMissouri University of Science and Technology, Rolla, Missouri, United StatesV. U. ManfrediWesleyan University, Middletown, Connecticut, United StatesS. MaoAuburn University, Auburn, Alabama, United StatesJ. MisicRyerson University, Toronto, Ontario, CanadaV.B. MisicRyerson University, Toronto, Ontario, CanadaN. MittonInstitut National de Recherche en Informatique et en Automatique (INRIA), INRIA Lille-Nord Europe Research Center, FranceS. NikoletseasUniversity of Patras, Patras, GreeceR. OliveiraNew University of Lisbon, Lisboa, PortugalTianjin University of Technology School of Computer Science and Engineering, Tianjin, China M. V. RameshAmrita Center for Wireless Networks and Applications, Kollam, Kerala, IndiaT. RazafindralamboReunion University, Paris, FranceB. RinnerAlpen-Adria University, Klagenfurt, AustriaG. RuggeriUniversity of Reggio Calabria, Reggio Calabria, ItalyH. SafaAmerican University of Beirut, Beirut, LebanonK. SaracUniversity of Texas at Dallas, Richardson, Texas, United StatesW. SeahVictoria University of Wellington, Wellington, New ZealandS. SenHacettepe University, Ankara, TurkeyS. SharafeddineLebanese American University, Beirut, LebanonZ. ShengUniversity of Sussex, Brighton, United KingdomC. SkianisEthniko Kentro Ereunas Physikon Epistemon 'Demokritos', Athens, GreeceR. StoleruTexas A&M University College Station, College Station, Texas, United StatesK.E. TepeUniversity of Windsor, Windsor, Ontario, CanadaF. TheoleyreCNRS Alsace Delegation, Strasbourg, FranceD.A. TranUniversity of Massachusetts Boston, Boston, Massachusetts, United StatesV. TsaoussidisDemocritus University of Thrace Department of Electrical and Computer Engineeirng, Xanthi, GreeceE.E. TsiropoulouUniversity of New Mexico, Albuquerque, New Mexico, United StatesD. TurgutUniversity of Central Florida, Orlando, Florida, United States![A.M. 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) A.M. VegniRoma Tre University, Roma, ItalyA. VianaLaboratory of Research in Computer Science, Orsay Cedex, France Federal University of Minas Gerais, Department of Computer Science, Belo Horizonte - MG, BrazilK.I.-K. WangThe University of Auckland, Auckland, New ZealandX. WangTeranovi Technologies, Inc., Bothell, WA, Bothell, Washington, United StatesY. WenNanyang Technological University, Singapore, SingaporeW. XuCity University of Hong Kong Department of Computer Science, Kowloon, Hong KongK. XueUniversity of Science and Technology of China, Hefei, ChinaH. YamaguchiOsaka University, Suita, Japan
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