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Author ID: prok.istvan Recent zbMATH articles by "Prok, István"
Published as: Prok, I.; Prok, István; Prok, Istvan
Documents Indexed: 23 Publications since 1992, including 1 Additional arXiv Preprint
Co-Authors: 9 Co-Authors with 19 Joint Publications
161 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

15 Publications have been cited 52 times in 29 Documents Cited by Year
Classification of tile-transitive 3-simplex tilings and their realizations in homogeneous spaces. Zbl 1103.52017
Molnár, E.; Prok, I.; Szirmai, J.
15
2006
Classification of dodecahedral space forms. Zbl 0926.52021
Prok, István
8
1998
Classification of solid transitive simplex tilings in simply connected 3- spaces. I: The combinatorial description by figures and tables, results in spaces of constant curvature. Zbl 0821.52004
Molnár, E.; Prok, I.
6
1994
Classification of solid transitive simplex tilings in simply connected 3-spaces. Zbl 0916.52008
Molnár, E.; Prok, I.; Szirmai, J.
5
1997
Data structures and procedures for a polyhedron algorithm. Zbl 0798.52008
Prok, I.
5
1992
Fundamental tilings with marked cubes in spaces of constant curvature. Zbl 0858.52009
Prok, I.
2
1996
On the constructibility of the axes of an ellipsoid: the construction of Chasles in practice. Zbl 1403.51012
Horváth, Ákos G.; Prok, István
2
2018
Hyperbolic spaceforms with ‘Schläfli solid’ (8, 8, 3). Zbl 1274.57013
Molnár, Emil; Prok, István
2
2011
The Gieseking manifold and its surgery orbifolds. Zbl 0947.57019
Molnar, E.; Prok, I.; Szirmai, J.
1
1999
The Euclidean space has 298 fundamental tilings with marked cubes by 130 space groups. Zbl 0820.52014
Prok, I.
1
1994
Equality in László Fejes Tóth’s triangle bound for hyperbolic surfaces. Zbl 1299.51008
Bavard, Christophe; Böröczky, Károly jun.; Farkas, Borbála; Prok, István; Vena, Lluis; Wintsche, Gergely
1
2011
Classification of hyperbolic manifolds and related orbifolds with charts up to two ideal simplices. Zbl 1027.51020
Molnár, E.; Prok, I.; Szirmai, J.
1
2000
Visibility of the 4-dimensional regular solids, moving in the computer screen. Zbl 1157.68469
Katona, Janos; Molnar, Emil; Prok, Istvan
1
2008
The Euclidean visualization and projective modelling the 8 Thurston geometries. Zbl 1329.52017
Molnár, E.; Prok, I.; Szirmai, J.
1
2015
Determination of transitive optimal sphere packings for the 29 space groups containing Coxeter reflection subgroups. (Bestimmung der transitiven optimalen Kugelpackungen für die 29 Raumgruppen, die Coxetersche Spiegelungsuntergruppen enthalten.) Zbl 1026.52020
Molnár, E.; Prok, I.; Szirmai, J.
1
2002
On the constructibility of the axes of an ellipsoid: the construction of Chasles in practice. Zbl 1403.51012
Horváth, Ákos G.; Prok, István
2
2018
The Euclidean visualization and projective modelling the 8 Thurston geometries. Zbl 1329.52017
Molnár, E.; Prok, I.; Szirmai, J.
1
2015
Hyperbolic spaceforms with ‘Schläfli solid’ (8, 8, 3). Zbl 1274.57013
Molnár, Emil; Prok, István
2
2011
Equality in László Fejes Tóth’s triangle bound for hyperbolic surfaces. Zbl 1299.51008
Bavard, Christophe; Böröczky, Károly jun.; Farkas, Borbála; Prok, István; Vena, Lluis; Wintsche, Gergely
1
2011
Visibility of the 4-dimensional regular solids, moving in the computer screen. Zbl 1157.68469
Katona, Janos; Molnar, Emil; Prok, Istvan
1
2008
Classification of tile-transitive 3-simplex tilings and their realizations in homogeneous spaces. Zbl 1103.52017
Molnár, E.; Prok, I.; Szirmai, J.
15
2006
Determination of transitive optimal sphere packings for the 29 space groups containing Coxeter reflection subgroups. (Bestimmung der transitiven optimalen Kugelpackungen für die 29 Raumgruppen, die Coxetersche Spiegelungsuntergruppen enthalten.) Zbl 1026.52020
Molnár, E.; Prok, I.; Szirmai, J.
1
2002
Classification of hyperbolic manifolds and related orbifolds with charts up to two ideal simplices. Zbl 1027.51020
Molnár, E.; Prok, I.; Szirmai, J.
1
2000
The Gieseking manifold and its surgery orbifolds. Zbl 0947.57019
Molnar, E.; Prok, I.; Szirmai, J.
1
1999
Classification of dodecahedral space forms. Zbl 0926.52021
Prok, István
8
1998
Classification of solid transitive simplex tilings in simply connected 3-spaces. Zbl 0916.52008
Molnár, E.; Prok, I.; Szirmai, J.
5
1997
Fundamental tilings with marked cubes in spaces of constant curvature. Zbl 0858.52009
Prok, I.
2
1996
Classification of solid transitive simplex tilings in simply connected 3- spaces. I: The combinatorial description by figures and tables, results in spaces of constant curvature. Zbl 0821.52004
Molnár, E.; Prok, I.
6
1994
The Euclidean space has 298 fundamental tilings with marked cubes by 130 space groups. Zbl 0820.52014
Prok, I.
1
1994
Data structures and procedures for a polyhedron algorithm. Zbl 0798.52008
Prok, I.
5
1992

Citations by Year