NKFI 115288

List of publications

  1. Borbély G, Kornai A, Makrai M, Nemeskey DM: Evaluating multi-sense embeddings for semantic resolution monolingually and in word translation, RepEval workshop at ACL Berlin, 2016. >>>
  2. Dumnicki M, Küronya A, Maclean C, Szemberg T: Seshadi constants via functions on Newton-Okounkov bodies, Mathematische Nachrichten 289 (17-18) 2173-2177, 2016. Abstract, >>>
  3. Dumnicki M, Küronya A, Maclean C, Szemberg T: Rationality of Sesadri constants and the Segre-Harbourne-Gimigliano-Hirschowitz Conjecture, Advances in Mathematics 303 1162-1170, 2016. RG, >>>
  4. Hegedűs G, Rónyai L: A note on linear Sperner families., Algebra Universalis, 79:2, 2018, https://doi.org/10.1007/s00012-018-0482-3 >>>
  5. Héthelyi L, Horváth E, Petényi F: The depth of maximal subgroups of Ree groups, Communications in Algebra, appeared online Jan 14 2019. Arxiv Preprint1608.06774, >>>
  6. Ivanyos G, Kutas P, Rónyai L: Computing explicit isomorphisms with full matrix algebras over $F_q(x)$, Foundations of Computational Mathematics, 18/2 381-397, 2018 DOI 10.1007/s10208-017-9343-2 >>>
  7. Ivanyos G, Kutas P, Rónyai L: Explicit equivalence of quadratic forms over $F_q(t)$, Finite Fields and their Applications, 55, 33-63, 2019, Arxiv 1619.08671 >>>
  8. Kiss S, Sándor Cs: On the multiplicativity of the linear combination of additive representation functions, Ramanujan Journal, (44) No. 2, 385-399, 2017. DOI 10.1007/s11139-016-9811-3 >>>
  9. Kiss S, Sándor Cs: Partitions of the set of nonnegative integers with the same representation functions, Discrete Mathematics 340 No. 6, 1154-1161, 2017. >>>
  10. Lukács E, Magyar A: Stratified modules over an extension algebra, Czechoslovak Mathematical Journal 546/16 (6875) 267,2017. >>>
  11. Lukács E, Magyar A: Gyűrűk és csoportok reprezentációelmélelete I, Manuscript in Hungarian, 2016 >>>
  12. Lukács E, Magyar A: Gyűrűk és csoportok reprezentációelmélete II., Manuscript in Hungarian, 2016 >>>
  13. Nagy A, Zubor M: A Note on Semigroup Algebras of Permutable Semigroups, COMMUNICATIONS IN ALGEBRA 44: (11) pp. 4865-4873., 2016 >>>
  14. Nagy A: Left equalizer simple semigroups, ACTA MATHEMATICA HUNGARICA 148: (2) pp. 300-311., 2016 >>>
  15. Nagy A: On Congruences on Ultraproducts of Algebraic Structures, INTERNATIONAL JOURNAL OF ALGEBRA 10: (1) pp. 13-17., 2016. >>>
  16. Zubor M: Semilattice Indecomposable Finite Semigroups With Large Subsemilattices, Acta Math. Hungar. 150: 512. doi:10.1007/s10474-016-0657-3, 2016 >>>
  17. Ivanyos G, Qiao Y, Subrahmanyam K.V.: Constructive non-commutative rank is in deterministic polynomial time, Computational Complexity 27, 561-593, 2018. >>>
  18. Ivanyos G, Qiao Y, Subrahmanyam K.V.: Non-commutative Edmonds' problem and matrix semi-invariants, Computational Complexity, 26, 717-763, 2017. http://dx.doi.org/10.1007/s00037-016-0143-x, >>>
  19. Lukács E, Magyar A: Standard Koszul standardly stratified algebras, Comm. Alg. 45(3) 1270–1277, 2017 >>>
  20. Tapolcai J, Rónyai L, Vass B, Gyimóthy L: List of Shared Risk Link Groups Representing Regional Failures with Limited Size, Proc. IEEE INFOCOM, Atlanta, USA, 2017 >>>
  21. Kiss S, Sándor Cs, Quan-Hui Yang: On generalized Stanley sequences, Acta Mathematica Hungarica, accepted >>>
  22. Kiss S, Sándor Cs, Quan-Hui Yang: On minimal additive complement of integers, Journal of Combinatorial Theory Ser. A, under review >>>
  23. Kiss S, Sándor Cs, Quan-Hui Yang: On a conjecture of Erdős about sets without $k$ pairwise coprime integers, SIAM Journal of Discrete Mathematics, under review >>>
  24. Kiss S, Sándor Cs: On the structure of sets which have coinciding representation functions, INTEGERS: The Electronic Journal of Combinatorial Number Theory, under review >>>
  25. Ivanyos G, Qiao Y: Algorithms based on *-algebras, and their applications to isomorphism of polynomials with one secret, group isomorphism, and polynomial identity testing, Proc. SODA 2018, 2357-2376. >>>
  26. Bozóki Sándor, Rónyai Lajos, Tsung-Lin Lee: Páronként érintkező hengerek, In: Talata I (ed.), Matematikát, Fizikát és Informatikát Oktatók 41. Országos Konferenciája. 269p. (Konferencia helye, ideje: Budapest, 2017.08.24-2017.08.26. Szent István Egyetem Ybl Miklós Építéstudományi Kar, 2017. pp. 59-66. (ISBN:978-963-269-662-1) >>>
  27. Babarczi P, Tapolcai J, Pasic A, Rónyai L, Bérczi-Kovács E, Médard M: Diversity Coding in Two-Connected Networks, IEEE-ACM TRANSACTIONS ON NETWORKING 25:(4) pp. 2308-2319. (2017) >>>
  28. Mészáros T, Rónyai L: Standard Monomials and Extremal Vector Systems, ELECTRONIC NOTES IN DISCRETE MATHEMATICS 61:(C) pp. 855-861. (2017) >>>
  29. Green G, Héthelyi L, Horváth E: The Maschke-property for the Sylow $p$-subgroups of the symmetric group $S_{p^n},$ International Journal of Group Theory, Article 5, Vol 7, Issue 4, 41-64. 2018. >>>
  30. Horváth E, Depth of subgroups in finite groups, Groups St Andrews in Birmingham 2017, >>>
  31. Horváth E, Habilitációs tézisek. Véges csoportok reprezentációi: Monomialitásról, blokkokról és mélységről, 2017 BME. >>>
  32. Héthelyi L, Szőke M, Zalesski AE: On p-stability in groups and fusion systems, Journal of Algebra 492 (2017) 253–297 >>>
  33. Nagy A: Remarks on Graphons, sent to Fuzzy Sets and Systems, >>>
  34. Nagy A, On the Probability That Two Elements of a Finite Semigroup Have the Same Right Matrix, sent to Journal of Algebra >>>
  35. Nagy A, On Congruence Permutable $G$-sets, >>>
  36. Kiss, S,Z; Hosszu, E; Tapolcai, J; Ronyai, L; Rottenstreich, O: Bloom Filter with a False Positive Free Zone In: Shiwen, Mao; Tommaso, Melodia; Prasun, Sinha (szerk.) INFOCOM : Poceedings of the 2018 IEEE International Conference on Computer Communications Honolulu (HI), Amerikai Egyesült Államok : IEEE Communications Society, (2018) pp. 1412-1420. , 9 p. >>>
  37. Tapolcai, J; Vass, B; Heszberger, Z; Bíró, J; Hay, D; Kuipers, F A; Rónyai, L: A Tractable Stochastic Model of Correlated Link Failures Caused by Disasters In: Shiwen, Mao; Tommaso, Melodia; Prasun, Sinha (szerk.) INFOCOM : Poceedings of the 2018 IEEE International Conference on Computer Communications Honolulu (HI), Amerikai Egyesült Államok : IEEE Communications Society, (2018) pp. 2105-2113. , 9 p >>>
  38. Ivanyos, G ; Rónyai, L.: Chevalley-Warning Theorem in Quantum Computing ERCIM NEWS: 112 pp. 28-29, 2 p. (2018) >>>
  39. L. Rónyai, Gröbner bases and combinatorics: some examples, Veszprém Discrete Mathematics and Applications Conference 25 June - 29 June 2018, Veszprém, Hungary >>>
  40. Lajos Rónyai: Recent results on norm-graphs, Numbers, Functions, Equations 2018 August 26 - September 1, 2018 Hajdúszoboszló , Hungary >>>
  41. S. Kiss, Cs. Sándor, Generalizations of some results about the regularity properties of an additive representation function (with Csaba Sándor) Acta Mathematica Hungarica, to appear. >>>
  42. A. Nagy, On Special Rees Matrix Semigroups Over Semigroups (arXiv:1609.09821) >>>
  43. A. Nagy, A Subdirect Decomposition of a Semigroup of all Fuzzy Sets of a Semigroup (arXiv:1601.06742v2) >>>
  44. L. Héthelyi, M. Szőke: Realisability of p-stable fusion systems Journal of Algebra 521 (2019) 247–256. >>>
  45. G. Korchmáros, G.P. Nagy and M. Timpanella, Codes and gap sequences of Hermitian curves, >>>
  46. Ivanyos G; Prakash A; Santha M: On learning linear functions from subset and its applications in quantum computing, Proc. ESA 2018, LIPIcs Vol. 112, Art No. 66 DOI: http://dx.doi.org/10.4230/LIPIcs.ESA.2018.66 (free to download) >>>
  47. Ivanyos G; Kulkarni R; Qiao Y; Santha M; Sundaram A: On the complexity of trial and error for constraint satisfaction problems, Journal of Computer and System Sciences, 92 (2018), 48-64 DOI: https://doi.org/10.1016/j.jcss.2017.07.005 >>>
  48. S. Kiss, P. Kutas, An identification system based on the explicit isomorphism problem, submitted. 2019 >>>
  49. Thomas Bayer, Tamás Mészáros, Lajos Rónyai, Tibor Szabó: Exploring projective norm graphs. Acta Math. Univ. Comenianae Vol. LXXXVIII 3(2019), pp. 437-441. http://eurocomb2019.uniba.sk/ >>>
  50. Borbély G, Kornai A: Sentence length, Proceedings of the 16th Meeting on the Mathematics of language, Toronto 2019. >>>
  51. Borbély G, Kornai A: Learning of weights of a finite state automaton, software >>>
  52. Thomas Breuer, László Héthelyi, Erzsébet Horváth, Burkhard Külshammer: The Loewy Structure of Certain Fixpoint Algebras, Part I, J. Algebra, >>>
  53. Thomas Breuer, László Héthelyi, Erzsébet Horváth, Burkhard Külshammer: The Loewy Structure of Certain Fixpoint Algebras, Part II >>>
  54. Héthelyi L, Horváth E, Petényi F: The depth of maximal subgroups of Ree groups, Communications in Algebra, Vol 47, Issue 1 (2019) (appeared online Jan 14, 2019) >>>
  55. Ivanyos G, Kutas P, Rónyai L: Explicit equivalence of quadratic forms over Fq(t), Finite Fields and Their Applications 55, 33-63 (2019), >>>
  56. Ivanyos G, Qiao Y: Algorithms based on *-algebras, and their appl. to isom. of polynomials with one secret, group isomorphism, and poly. identity testing, SIAM Journal of Computing 48 926-963 >>>
  57. Janabi H A, Breuer T, Horváth E: Subgroups of arbitrary even ordinary depth >>>
  58. Kiss S, Kutas P: An identification system based on the explicit isomorphism problem, >>>
  59. Kiss S, Sándor Cs: Generalizations of some results about the regularity properties of an additive representation function,Acta Mathematica Hungarica, to appear. >>>
  60. Korchmáros G, Nagy G P, Timpanella M: Codes and gap sequences of Hermitian curves, IEEE Transactions on Information Theory, posted on 2019 doi >>>
  61. Mezőfi D, Nagy G P: Algorithms and libraries of abstract unitals and their embeddings, Version 0.5 (GAP package), 2018 arxiv, github >>>
  62. Khalfaoul S El, Nagy G P: On the dimension of the subfield subcodes of 1-point Hermitian codes Advances in Math. of Communications, to appear. doi, arxiv, >>>
  63. Nagy A, On congruence permutable G-sets Commentationes Math. Univ. Carolinae, elfogadva. >>>
  64. Nagy A, Tóth Cs, On the probability that two elements of a finite semigroup have the same right matrix >>>
  65. Nagy A, On Cohn's embedding theorem, Preprint 2019. >>>
  66. Nagy A, On special Rees matrix rings related to right annihilator of rings, Preprint 2019. >>>
  67. Hayder Abbas Janabi, Group Theory, Based on the lecture given by Dr. Erzsébet Horváth in the spring semester 2018, Lecture notes, 2020 >>>