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Number Theory Research Group | University of Debrecen

Number Theory Research Group. Collaboration (K 7 ) graph. We define the collaboration graph (G ) of the research group as follows. The graph (G ) has as vertices all members of the research group and all co-authors of the members, with an edge joining (u ) and (v ) if (u ) and (v ) have published a joint paper. The maximal complete subgraph of (G ) is isomorphic to (K 7 ). Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

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Number Theory Research Group | University of Debrecen | ntrg.math.unideb.hu Reviews

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Number Theory Research Group. Collaboration (K 7 ) graph. We define the collaboration graph (G ) of the research group as follows. The graph (G ) has as vertices all members of the research group and all co-authors of the members, with an edge joining (u ) and (v ) if (u ) and (v ) have published a joint paper. The maximal complete subgraph of (G ) is isomorphic to (K 7 ). Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

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Number Theory Research Group | University of Debrecen | ntrg.math.unideb.hu Reviews

https://ntrg.math.unideb.hu

Number Theory Research Group. Collaboration (K 7 ) graph. We define the collaboration graph (G ) of the research group as follows. The graph (G ) has as vertices all members of the research group and all co-authors of the members, with an edge joining (u ) and (v ) if (u ) and (v ) have published a joint paper. The maximal complete subgraph of (G ) is isomorphic to (K 7 ). Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

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Number Theory Research Group | University of Debrecen

http://ntrg.math.unideb.hu/seminar.html

Number Theory Research Group. Bertók Cs. (University of Debrecen). Rácz G. (University of Debrecen). Szamuely T. (Alfréd Rényi Institute of Mathematics). Lokális-globális elvek varietások racionális pontjaira. Pongrácz A. (University of Debrecen). Omega-kategorikus struktúrák és invariánsaik II. Szikszai M. (University of Debrecen). Egy Brocard-Ramanujan-típusú egyenlet Lucas sorozatokkal. Remete L. (University of Debrecen). Hajdu L. (University of Debrecen). Egymást követő prímek és maradékosztályok.

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Number Theory Research Group | University of Debrecen

http://ntrg.math.unideb.hu/index.html

Number Theory Research Group. Collaboration (K 7 ) graph. We define the collaboration graph (G ) of the research group as follows. The graph (G ) has as vertices all members of the research group and all co-authors of the members, with an edge joining (u ) and (v ) if (u ) and (v ) have published a joint paper. The maximal complete subgraph of (G ) is isomorphic to (K 7 ). Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

3

Number Theory Research Group | University of Debrecen

http://ntrg.math.unideb.hu/members.html

Number Theory Research Group. Members of the research group:. Leader of the Research Group. Member of the Hungarian Academy of Sciences, Professor. List of publications and citations (pdf). List of publications and citations (html). Member of the Hungarian Academy of Sciences, Professor. List of publications (homepage). List of publications and citations (html). List of publications and citations. List of publications and citations. List of publications and citations. List of publications and citations.

4

Number Theory Research Group | University of Debrecen

http://ntrg.math.unideb.hu/collaborations.html

Number Theory Research Group. S Akiyama (University of Tsukuba), (13 joint papers). M Bennett (University of British Columbia), (4 joint papers). Y Bugeaud ( Université de Strasbourg), (5 joint papers). A Dujella (University of Zagreb), (6 joint papers). J-H Evertse (Leiden University), (29 joint papers). C Fuchs (Paris Lodron-University of Salzburg), (6 joint papers). K Liptai (Eszterházy Károly College), (3 joint papers). F Luca, (11 joint papers). F Mátyás (Eszterházy Károly College).

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NEW LISTINGS, NUMBER THEORY WEB

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New Listings, Number Theory Web. Return to Number Theory Web Page. Ken Ribet awarded the Brouwer Medal for 2017. PhD Summer school and workshop "Curves and L-functions". August 28-September 8, 2017, ICTP Trieste, Italy. Modular Forms and Quantum Knot Invariants. March 11-16, 2018, Banff, Canada. June 5-9, 2017, Roma Tre University, Rome, Italy. Full-time mathematical software developer position at TU Kaiserslautern. Continued fractions: The Bibliography. June 26-30, 2017, University of York, UK. WAMS res...

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Kutatócsoportok|Debreceni Egyetem, Matematikai Intézet

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H-4032 Debrecen, Egyetem tér 1. Teaching Mathematics and Computer Science. Horváth Gábor. Számelméleti Kutatócsoport. Győry Kálmán. Funkcionálanalízis Kutatócsoport. Függvényegyenletek és Egyenlőtlenségek Kutatócsoport. Differenciálgeometriai Kutatócsoport. TÁMOP kutatócsoport. 2014 Debreceni Egyetem. Címlapfotó: Harsányi Joli.

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Number Theory Research Group | University of Debrecen

Number Theory Research Group. Collaboration (K 7 ) graph. We define the collaboration graph (G ) of the research group as follows. The graph (G ) has as vertices all members of the research group and all co-authors of the members, with an edge joining (u ) and (v ) if (u ) and (v ) have published a joint paper. The maximal complete subgraph of (G ) is isomorphic to (K 7 ). Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

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