activity
20112023
most citedReducts of the random partial order

2 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

cs.CY2023

SusTrainable: Promoting Sustainability as a Fundamental Driver in Software Development Training and Education. 2nd Teacher Training, January 23-27, 2023, Pula, Croatia. Revised lecture notes

Tihana Galinac Grbac, Csaba Szabó, João Paulo Fernandes

This volume exhibits the revised lecture notes of the 2nd teacher training organized as part of the project Promoting Sustainability as a Fundamental Driver in Software Development…

math.LO2021

Permutation groups on countable vector spaces over prime fields

Bertalan Bodor, Michael Pinsker, Lyra Schiffer +1

We describe all closed permutation groups which act on the set of vectors of a countable vector space over a prime field of odd order and which contain all automorphisms of …

math.RA2018

Evaluation of Polynomials over Finite Rings via Additive Combinatorics

Gyula Károlyi, Csaba Szabó

We give an improved polynomial bound on the complexity of the equation solvability problem, or more generally, of finding the value sets of polynomials over finite nilpotent rings.…

math.LO2015

Functional reducts of Boolean algebras

Bertalan Bodor, Kende Kalina, Csaba Szabó

In this paper we classify some special reducts of the countable atomless Boolean algebra which we call functional reducts. We prove that there are exactly such structures up t…

math.LO2015

Permutation groups containing infinite linear groups and reducts of infinite dimensional linear spaces over the two element field

Bertalan Bodor, Kende Kalina, Csaba Szabó

Let denote the countably infinite dimensional vector space over the two element field and its automorphism group. Moreover, let $\operato…

math.LO2011★ 2 cited

Reducts of the random partial order

Péter Pál Pach, Michael Pinsker, Gabriella Pluhár +2

We determine, up to the equivalence of first-order interdefinability, all structures which are first-order definable in the random partial order. It turns out that these structures…