Catamorphism-based program transformations for non-strict functional languages. - László Németh (2000)

Creating Open Language Resources for Hungarian. - Péter Halácsy; András Kornai; László Németh; András Rung; István Szakadát; Viktor Trón (LREC, 2004)

Experiments with GHC's optimiser. - László Németh (Trends in Functional Programming, 2004)

Hyperbolic Pascal triangles. - Hacène Belbachir; László Németh; László Szalay (Appl. Math. Comput., 2016)

Fibonacci words in hyperbolic Pascal triangles. - László Németh (CoRR, 2017)

On the Binomial Interpolated Triangles. - László Németh (J. Integer Seq., 2017)

Vulnerable Regions of Networks on Sphere. - Bálazs Vass; László Németh; Martin Zachariasen; Amaro de Sousa; János Tapolcai (RNDM, 2018)

Tilings of hyperbolic (2 × n)-board with colored squares and dominoes. - Takao Komatsu; László Németh; László Szalay (Ars Math. Contemp., 2018)

The Trinomial Transform Triangle. - László Németh (J. Integer Seq., 2018)

Tetrahedron Trinomial Coefficient Transform. - László Németh (Integers, 2019)

The Earth is nearly flat: Precise and approximate algorithms for detecting vulnerable regions of networks in the plane and on the sphere. - Balázs Vass; László Németh; János Tapolcai (Networks, 2020)

Comparison of trend detection methods in GEV models. - László Németh; Zuzana Hübnerová; András Zempléni (Commun. Stat. Simul. Comput., 2022)

Generalized Pascal's triangles and associated k-Padovan-like sequences. - Giuseppina Anatriello; László Németh; Giovanni Vincenzi (Math. Comput. Simul., 2022)

Hosoya index of thorny polymers. - Tomislav Doslic; László Németh; Luka Podrug (Discret. Appl. Math., 2024)

OpenML: Insights from 10 years and more than a thousand papers. - Bernd Bischl; Giuseppe Casalicchio; Taniya Das; Matthias Feurer; Sebastian Fischer; Pieter Gijsbers; Subhaditya Mukherjee; Andreas C. Müller 002; László Németh; Luis Oala; Lennart Purucker; Sahithya Ravi; et al. (Patterns, 2025)

Step-constrained self-avoiding walks on finite grids. - Hacène Belbachir; László Major; László Németh; László Szalay (J. Comb. Theory, Ser. A, 2026)