Péli Gábor 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)
Cím: Professzor, DSc, MTA külső tag
Nem: férfi
Születési év: 1956
Születési hely: Budapest
Email-cím(ek): Ez az e-mail-cím a szpemrobotok elleni védelem alatt áll. Megtekintéséhez engedélyeznie kell a JavaScript használatát.
Doktori tanulmányok
Doktori védés éve: 1995 (CSc), 2010 (DSc)
Tudományág: Szociológia
Oklevelet kiállító intézmény: MTA
Egyetemi tanulmányok
MA-fokozat megszerzésének éve: 1980 (matematika - fizika) , 1983 (szociológia). Nem MA képzések voltak.
Tudományág(ak): matematika, fizika, szociológia
Oklevelet kiállító intézmény: ELTE TTK & BTK
Egyéb tanulmányok és képesítések Tartalékos tiszt, Magyar Néphadsereg, 1982
Munkatapasztalat
Jelenlegi munkaadó: Károli Gáspár Református Egyetem
Kar: BTK, Tanszék: Szociológia
Beosztás: Egyetemi tanár
Fogadóra: csütörtök, 10.00-11.0 R4. 217. szoba
Jelenlegi munkaadó:
Társadalomtudományi Kutatóközpont, MTA Centre of Excellence
Csoport: Számítógépes Társadalomtudomány (CSS-RECENS)
Beosztás: Tudományos tanácsadó
Korábbi munkaadó:
School of Economics, Universiteit Utrecht, Hollandia
Beosztás: Associate Professo,r 2009-2016
Korábbi munkaadó:
Rijksuniversiteit Groningen, Hollandia, Faculty of Economics and Business
Associate Professor (Universitaire Hoofddocent), 2003 - 2008
Assistant Professor (Universitaire Docent), 2000 - 2003
Postdoc kutató, 1994 – 1999
Korábbi munkaadó:
Universiteit van Amsterdam, Hollandia
Center for Computer Science in Organization & Management (CCSOM), 1991 – 1994
Korábbi munkaadó:
Semmelweis Orvostudományi Egyetem, 1983 - 1993
Magatartástudományi Intézet (korábban: Marxizmus-Leninizmus Intézet), Szociológia csoport
Egyetemi tanársegéd
Korábbi munkaadó:
József Attila Gimnátium, Budapest, 1980-1982, középiskolai tanár (matematika, fizika, szociológia)
Kutatási és oktatási szakterületek
Szervezetelmélet
Tudományos kutatócsoportban vagy projektben való részvétel
1991- 1994, kutató, PIONEREER research group: Center for Computer Science in Organization & Management, Amszterdami Egyetem, Hollandia.
Oktatásszervezés, tudományszervezés
Időszak |
Funkció vagy tevékenység |
- 2003-2006. ERASMUS Teaching Exchange Program. Elnyert pályázat, illetve vendég oktatás az ELTE Társadalomtudományi karán. Partner: Prof. Fokasz Nikosz. Oktatott téma: Multidimensional Space modeling in Organizational Sociology. Szemeszterenként egy hetes vizitek 2003 és 2006 között
- 2003 - 2008. Groningeni Egyetem, Faculty of Economics, International Economics and Business Oktatási bizottság (Opleidingsconmmissie), elnök.
- 2009 - 2016. Utrechti Egyetem, School of Economics, Master Oktatási Bizottság (Opleidingsconmmissie).
- 2012 - 2016. Utrechti Egyetem, REBO kar, Research Master Oktatási Bizottság (Opleidingsconmmissie).
- 2015 - ELTE TáTK Szociológia Doktori Iskola, vezetőségi tag.
- 2016 - 2019. MTA Társadalomtudományi Kutatóközpont, főigazgató-helyettes.
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Nyelvtudás
Nyelv |
Nyelvtudás szintje és fajtája |
angol |
működőképes |
holland |
jó |
orosz |
so-so |
francia |
so-so |
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Díjak és kitüntetések
Díj vagy kitüntetés neve |
Kiadó intézmény |
Elnyerés éve |
Ipolyi Arnold kutatásszervezési díj |
OTKA |
2013 |
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Tagság tudományos társaságokban
Szervezet neve |
Betöltött funkció |
MTA |
külső tag (2016) |
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Vendégoktatás és kutatóutak külföldi intézményekben
Időszak |
Intézmény |
Tevékenység |
1991- 1994, Meghívott kutató, Center for Computer Science in Organization & Management, Amszterdami Egyetem, Hollandia.
1994 – 1999, Postdoc kutató, Groningeni Egyetem, Közgazdasági és Management Kar
2000 – 2008, Assistant Professor, Associate Professor, Groningeni Egyetem, Közgazdasági és Management Kar, Hollandia.
2008 – 2016, Associate Professor, School of Economics, Utrechti Egyetem, Hollandia.
Rövidebb külföldi vendég oktatói, előadói és bizottsági meghívások
- Vendég előadó, ’Formalizing Niche Theory’, (Jeroen Bruggeman-nal) University of California at Berkeley, Haas Business School, USA.
- Vendég oktató, Logical Formalization PhD workshop tartása (Michael T. Hannan-nel és Pólos Lászlóval), Stanford University, Graduate School of Business, USA.
- Vendég előadó, ’Market Partitioning and the Geometry of the Resource Space’, Stanford University, Graduate School of Business, USA.
2004, 2005, 2006, Vendég oktató, Organiation Theory course in the Doctor of Business Administration Program (DBA), Durham University, Business School, UK.
- Vendég előadó, ‘Logical approaches in Organisation Science’, Business School, Surrey University, UK.
- Vendég oktató, Managerial Economics course, Nyenrode University, Hollandia.
- Vendég előadó, 'Bridge making between biology and economic apoproaches.' Yale University, School of Medicine, USA.
- Meghívott tag, Professorial appointment committee of Alessandra Palmigiano, Vrije Universiteit, School of Business and Economics, Amsterdam, Hollandia.
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Doktori témavezetések
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Kutatási téma / Disszertáció címe |
Védés éve |
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Opponencia doktori védéseken
Doktori hallgató neve, intézmény |
Kutatási téma / Disszertáció címe |
Védés éve |
Jeroen Bruggeman
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1996
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Universiteit van Amsterdam
CCSOM
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Konzulens és
publikált fejezet társzerző
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Gjalt de Jong
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1998
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Rijksuniversiteit Groningen,
Faculty of Business
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Konzulens
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Tomas Klos
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1999
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Rijksuniversiteit Groningen,
Faculty of Business
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Konzulens
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Ivar Vermeulen
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1999
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Universiteit van Amsterdam,
CCSOM
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Konzulens
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Jaap Kamps
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2000
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Universiteit van Amsterdam,
CCSOM
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Konzulens és publikált fejezet társzerző
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Frits Wijbenga
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2004
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Rijksuniversiteit Groningen,
Faculty of Economics
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Bizottsági tag
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Lajos Brons
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2006
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Rijksuniversiteit Groningen
Faculty of Philosophy
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Konzulens
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Jianming Zhang
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2009
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Durham University, Business School
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Bizottsági tag
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Chaohong Zhou
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2009
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Rijksuniversiteit Groningen,
Faculty of Economics
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Konzulens
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Les Graham
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2009
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Durham University, Business School &
Utrecht Universiteit
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Bizottsági tag
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Thomas Dirkmaat
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2009
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Utrecht Universiteit
School of Economics
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Bizottsági tag
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Ad van den Oord
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2009
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Technical University Eindhoven
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Konzultáns
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Francis Akosah-Darteh
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2009
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Durham University, Business School
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Bizottsági tag
(DBA program)
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Zhang JiamMing
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2010
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Durham University, Business School
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Bizottsági tag
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Anil Divarci
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2013
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Universiteit Antwerpen, ACED
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Bizottsági tag
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Ali Mozahem Najib
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2015
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Durham University, Business School
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Bizottsági tag
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Nagy Domokos
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2016
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Durham University, Business School
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Bizottsági tag
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Publikációs lista
MTMT
Független idézők összesen: 0
MTMT
Gábor Péli
Title: PhD
Gender: M
Year of Birth: 1956
Place of Birth (Country): Budapest
Email-address(es): Ez az e-mail-cím a szpemrobotok elleni védelem alatt áll. Megtekintéséhez engedélyeznie kell a JavaScript használatát.
Doctoral Studies
Year of Doctoral Defence (PhD / CSc): 1995.
Discipline: Socioology
Issuing Institution: HAS
MA Studies
Year of Obtaining the MA Degree: 1980 (math/physics), 1983 (sociology)
Issuing Institution: ELTE
Further Studies and Qualifications
Institution |
Qualification |
Year of Obtaining the Qualification |
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Employment
Current Employer: Károli Gáspár University of the Reformed Church in Hungary
Faculty: -
Institute: -
Department: Sociology
Current Position(s): -
Previous Employer: -
Previous Position Held: -
Areas of Research and Teaching
organization science
Membership in Research Groups and Projects
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Educational Functions, Curriculum Development and Other
Teaching-Related Activities
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Language Skills
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Honours, Distinctions, and Prizes
Name of Distinction |
Issuing Institution |
Year of Issuing |
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Membership in Academic Societies
Name of Organization |
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Hungarian Academy of Sciences |
external member (2016) |
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Guest Professorships and Research Fellowships in Foreign
Institutions
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Institution |
Activities |
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Promotorship in Doctoral Studies
Name of Doctoral Student, Institution |
Research Topic / Title of Dissertation |
Year of Defence (if applicable) |
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Opponentship in Doctoral Defences
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List of Publications
MTMT
Number of independent citations : 0
García-Díaz, César ;
Péli, Gábor ;
van Witteloostuijn, Arjen
PLOS ONE 15 : 6 p. e0234007 (2020)
SOCIO.HU : TÁRSADALOMTUDOMÁNYI SZEMLE 10. évf. 2. szám pp. 170-171. , 2 p. (2020)
MANDINER online kiadás, 2019. március 30.,
HETI VILÁGGAZDASÁG online kiadás : 2018 Paper: december 12. 11 (2018)
HETI VILÁGGAZDASÁG online kiadás : 2018 Paper: szeptember. 26. (2018)
Budapest, Magyarország : Károli Gáspár Református Egyetem, L'Harmattan Kiadó, (2018) pp. 39-48. , 9 p.
MAGYAR TUDOMÁNY 179 : 7 pp. 939-942. , 4 p. (2018)
INDUSTRIAL AND CORPORATE CHANGE 26 : 1 pp. 103-124. , 22 p. (2017)
INTERNATIONAL SOCIOLOGY 31 : 6 pp. 653-676. , 24 p. (2016)
Cham (Svájc), Svájc : Springer International Publishing, (2016) pp. 139-159. , 21 p.
César, García-Díaz ;
Arjen, van Witteloostuijn ;
Gábor, Péli
PLOS ONE 10 : 12 Paper: 0144574 (2015)
QUALITY AND QUANTITY: INTERNATIONAL JOURNAL OF METHODOLOGY 49 : 6 pp. 2459-2480. , 22 p. (2015)
INTERNATIONAL JOURNAL OF MODERN PHYSICS C 25 : 10 Paper: 1450053 , 11 p. (2014)
Lowery, David ;
Witteloostuijn, Arjen van ;
Péli, Gábor ;
Brasher, Holly ;
Otjes, Simon ;
Gherghina, Sergiu
PARTY POLITICS 19 : 3 pp. 381-407. , 27 p. (2013)
JOURNAL OF MATHEMATICAL SOCIOLOGY 37 : 4 pp. 195-202. , 8 p. (2013)
Lowery, David ;
Otjes, Simon ;
Gherghina, Sergiu ;
Witteloostuijn, Arjen van ;
Péli, Gábor ;
Brasher, Holly
AMERICAN JOURNAL OF POLITICAL SCIENCE 54 : 4 pp. 921-935. , 15 p. (2010)
Péli, G ;
Witteloostuijn, Arejn van
MANAGERIAL AND DECISION ECONOMICS: THE INTERNATIONAL JOURNAL OF RESEARCH AND PROGRESS IN MANAGEMENT ECONOMICS 30 : 1 pp. 1-14. , 14 p. (2009)
ACADEMY OF MANAGEMENT REVIEW 34 : 2 pp. 343-360. , 18 p. (2009)
García-Díaz, César ;
Witteloostuijn, Arjen van ;
Péli, Gábor
ADVANCES IN COMPLEX SYSTEMS 11 : 2 pp. 231-247. , 17 p. (2008)
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JOURNAL OF MATHEMATICAL SOCIOLOGY 31 : 3 pp. 205-235. , 31 p. (2007)
Witteloostuijn, Arjen van ;
Péli, G
Thousand Oaks (CA), Amerikai Egyesült Államok : SAGE Publications, (2007) , 3 p.
SOCIAL NETWORKS 28 : 4 pp. 449-453. , 5 p. (2006)
Debrecen, Magyarország : University of Debrecen, (2005) pp. 47-52. , 6 p.
SZOCIOLÓGIAI SZEMLE 15 : 1 pp. 3-22. , 20 p. (2005)
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Den Haag, Hollandia : Reed Business Information, (2004) pp. 111-115. , 5 p.
ACTA OECONOMICA 54 : 1 pp. 96-102. , 7 p. (2004)
SOCIOLOGICAL THEORY 18 : 2 pp. 195-215. , 21 p. (2000)
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SZOCIOLÓGIAI SZEMLE 9 : 2 pp. 156-161. , 6 p. (1999)
SZOCIOLÓGIAI SZEMLE 9 : 1 pp. 120-142. , 23 p. (1999)
AMERICAN JOURNAL OF SOCIOLOGY 104 : 4 pp. 1132-1153. , 22 p. (1999)
SOCIOLOGICAL METHODOLOGY 27 : 1 pp. 159-163. , 5 p. (1997)
ORGANIZATION SCIENCE 8 : 3 pp. 310-331. , 22 p. (1997)
SOCIOLOGICAL METHODOLOGY 27 : 1 pp. 1-46. , 46 p. (1997)
COMPUTATIONAL AND MATHEMATICAL ORGANIZATION THEORY 3 pp. 43-66. , 24 p. (1997)
Budapest, Magyarország : Tankönyvkiadó (1995) , 238 p.
A 1995 : 1 Paper: kamp:qual95.pdf (1995)
Administrative Science Quarterly Listserver 2(1), www.umich.edu/~asq/v02n001.txt, Megjelenés: Amerikai Egyesült Államok,
Péli, G ;
Bruggeman, Jeroen ;
Masuch, Michael ;
Ó Nualláin, Breanndán
AMERICAN SOCIOLOGICAL REVIEW 59 : 4 pp. 571-593. , 23 p. (1994)
Budapest, Magyarország : Áron Kiadó, (1994) pp. 181-215. , 35 p.
Dallas (TX), Amerikai Egyesült Államok (1994) pp. 218-222. , 5 p.
REPLIKA : 11-12 pp. 26-31. , 6 p. (1993)
Péli, Gábor ;
Bruggeman, Jeroen ;
Masuch, Michael ;
Ó Nualláin, Breanndán
MENS EN MAATSCHAPPIJ 68 : 4 pp. 406-428. , 23 p. (1993)
REPLIKA : '91 2-3 pp. 85-130. , 46 p. (1991)
Budapest, Magyarország : Tankönyvkiadó (1991) , 238 p.
LEGE ARTIS MEDICINAE 1 : 18 pp. 1382-1385. , 4 p. (1991)
REPLIKA : '91 2-3 pp. 63-67. , 5 p. (1991)
REPLIKA : '91 2-3 pp. 30-62. , 33 p. (1991)
Budapest, Magyarország : Tankönyvkiadó Vállalat (1989) , 120 p.
Budapest, Magyarország : Országos Pedagógiai Intézet (1989) , 204 p.
Budapest, Magyarország : SOTE Általános Orvostudományi Kar, (1986)