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Debreceni Egyetem. Természettudományi és Technológiai Kar. Matematikai Intézet. Algebra és Számelmélet Tanszék / University of Debrecen. Faculty of Science and Technology. Institute of Mathematics. Department of Algebra and Number Theory
Gselmann, E.,
Horváth, G.:
The symmetry group of first order differential equations and the global rectification theorem.
J. Lie Theory. 31 (1), 237-247, 2021.
Aichinger, E.,
Horváth, G.:
Congruence preserving expansions of nilpotent algebras.
International Journal of Algebra and Computation 30 (1), 167-179, 2019.
Földvári, A. J.,
Horváth, G.:
The complexity of the equation solvability and equivalence problems over finite groups.
Int. J. Algebr. Comput. 30, 607-623, 2019.
Nehaniv, C. L.,
Rhodes, J.,
Egri-Nagy, A.,
Dini, P.,
Morris, E. R.,
Horváth, G.,
Karimi, F.,
Schreckling, D.,
Schilstra, M. J.:
Symmetry structure in discrete models of biochemical systems: natural subsystems and the weak control hierarchy in a new model of computation driven by interactions.
Philos. Trans. R. Soc. A-Math. Phys. Eng. Sci. 373 (2046), 20140223-, 2015.
Figula, Á.,
Halasi, Z.,
Horváth, G.,
Podoski, K.:
Examples Based on the Chevalley correspondence between Lie Groups and SNAGs.
Biological and Mathematical Basis of InteractionComputing, [s.l.], 54 p., 2014.
Horváth, G.,
Korándi, J.,
Szabó, C.:
Mathematics in Good Will Hunting II.: Problems from the students perspective.
Teach. Math. Comp. Sci. 11 (1), 3-19, 2013.
Horváth, G.,
Kátai-Urbán, K.,
Pach, P. P.,
Pluhár, G.,
Pongrácz, A.,
Szabó, C.:
On free algebras in varieties generated by iterated semidirect products of semilattices.
Int. J. Algebr. Comput. 22 (07), 1250063-, 2012.
Horváth, G.:
The complexity of the equivalence and equation solvability problems over nilpotent rings and groups.
Algebr. Universalis. 66 (4), 391-403, 2011.
Horváth, G.,
Kátai-Urbán, K.,
Pach, P. P.,
Pluhár, G.,
Szabó, C.,
Pongrácz, A.:
The number of monounary algebras.
Algebr. Universalis. 66 (1-2), 81-83, 2011.
Dini, P.,
Schreckling, D.,
Horváth, G.:
Algebraic and Categorical Framework for Interaction Computing and Symbiotic Security.
In: Paradigms for biologically-inspired autonomic networks and services : the BIONETS Project eBook / Eitan Altman, Paolo Dini, Daniele Miorandi, Daniel Schreckling (eds.), Universitätsbibliothek Passau : Fakultät für Informatik und Mathematik, Passau, 105-176, 2010.
Horváth, G.,
Dini, P.:
Lie group analysis of a p53-mdm2 ode model.
In: Digital Ecosystems : third international conference, OPAALS 2010, Aracuju, Sergipe, Brazil, March 22-23, 2010, revised selected papers / [edited by] Fernando Antonio Basile Colugnati, Lia Carrari Rodrigues Lopes, Saulo Faria Almeida Barretto, Springer Verlag, New York, 285-304, 2010, (Lecture notes of the institute for computer sciences, social informatics and telecommunications engineering ; 67) ISBN: 9783642148583
