VALIDITY EXPIRED
personal data approved: 2014. VIII. 21.
personal data approved: 2014. VIII. 21.
| Personal data | |
 |
|
| name | Gábor Gévay |
| name of institution | |
| doctoral school | SzTE Doctoral School of Mathematics (Academic staff member) |
| the share of work in the different doctoral schools. | SzTE Doctoral School of Mathematics 100% |
| accreditation statement submitted to: | University of Szeged |
| Contact details | |
| E-mail address | gevay math.u-szeged.hu |
| phone number | +36 62 544-075 |
| Academic title | |
| scientific degree, title | Ph.D. |
| year degree was obtained | 2004 |
| discipline to which degree belongs | mathematics and computing |
| institution granting the degree | Szegedi Tudományegyetem (to be translated) |
| Employment | |
| 1985 - | University of Szeged university professor or researcher |
| Thesis topic supervisor | |
| number of doctoral students supervised until now | 0 |
| number of students who fulfilled course requirements | 0 |
| students who obtained their degrees: | |
| Thesis topic proposals | |
| Research | |
| research area | Constructions and symmetries of convex, combinatorial and discrete geometric structures. |
| research field in which current research is conducted | mathematics and computing |
| Publications | |||
2018 |
Gévay G: An extension of Miquel's Six-Circles Theorem, FORUM GEOMETRICORUM 18: pp. 115-118. type of document: Journal paper/Article language: English URL |
||
| 2018 |
Gévay Gábor: Pascal's triangle of configurations, In: Conder, Marston D E; Deza, Antoine; Weiss, Asia Ivic (szerk.) International Conference on Discrete Geometry and Symmetry, GeoSym 2015, Springer International Publishing (2018) pp. 181-199. type of document: Part of book/Könyvfejezet (to be translated) language: English |
||
| 2015 |
Boben M, Gevay G, Pisanski T: Danzer's configuration revisited, ADVANCES IN GEOMETRY 15: (4) pp. 393-408. type of document: Journal paper/Article number of independent citations: 2 language: English URL |
||
| 2014 |
Gábor Gévay, Tomaz Pisanski: Kronecker covers, V-construction, unit-distance graphs and isometric point-circle configurations, ARS MATHEMATICA CONTEMPORANEA 7: pp. 317-336. type of document: Journal paper/Article number of independent citations: 3 language: English |
||
| 2014 |
Gevay G: Constructions for large spatial point-line (nk) configurations, ARS MATHEMATICA CONTEMPORANEA 7: (1) pp. 175-199. type of document: Journal paper/Article number of independent citations: 1 language: English |
||
| 2014 |
Gábor Gévay, Egon Schulte, Jörg M Wills: The regular Grünbaum polyhedron of genus 5, ADVANCES IN GEOMETRY 14: (3) pp. 465-482. type of document: Journal paper/Article number of independent citations: 2 language: English URL |
||
| 2013 |
Gábor Gévay, Jörg M. Wills: On regular and equivelar Leonardo polyhedra, ARS MATHEMATICA CONTEMPORANEA 6: (1) pp. 1-11. type of document: Journal paper/Article language: English |
||
| 2009 |
Gábor Gévay: A class of cellulated spheres with non-polytopal symmetries, CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES 52: (3) pp. 366-379. type of document: Journal paper/Article number of independent citations: 1 language: English URL |
||
| 2009 |
Jürgen Bokowski, David Bremner, Gábor Gévay: Symmetric matroid polytopes and their generation, EUROPEAN JOURNAL OF COMBINATORICS 30: (8) pp. 1758-1777. type of document: Journal paper/Article number of independent citations: 3 language: English URL |
||
| 1987 |
G Gévay: Growth and characterization of Bi4Ge3O12 single crystals, PROGRESS IN CRYSTAL GROWTH AND CHARACTERIZATION OF MATERIALS 15: (3-4) pp. 145-186. type of document: Journal paper/Review paper number of independent citations: 45 language: English URL |
||
 | |||
| |||
| Scientometric data | |||
| list of publications and citations | |||
| number of scientific publications that meet accreditation criteria: |
|
||
| number of scientific publications: |
|
||
| monographs and professional books: |
|
||
| monographs/books in which chapters/sections were contributed: |
|
||
| scientific publications published abroad that meet the accreditation criteria: |
|
||
| publications not in Hungarian, published in Hungary, meeting the accreditation criteria: |
|
||
number of independent citations to scientific publications and creative works:  |
|
||