activity
20192026
collaborators

7 papers

math.CO2026

Corrigendum and Addendum to "Fra\"ıssé's Conjecture and big Ramsey degrees of structures admitting finite monomorphic decomposition''

Dragan Mašulović

In Section 6 of the paper ``Fra\"ıssé's Conjecture and big Ramsey degrees of structures admitting finite monomorphic decomposition'', we applied the methods developed in earlier se…

math.LO2026

Big Ramsey combinatorics of the Cantor set and a simple proof of Blass' perfect set theorem

Dragan Mašulović

In this paper we present a simple approach to big Ramsey combinatorics of the Cantor set . Using Infinite Dual Ramsey Theorem of Carlson and Simpson, we show that , viewe…

math.LO2024

On Ramsey degrees, compactness and approximability

Dragan Mašulović

One of the consequences of the Compactness Principle in structural Ramsey theory is that the small Ramsey degrees cannot exceed the corresponding big Ramsey degrees, thereby justif…

math.CO2024

Classes of finite relational structures over finite languages have dual Ramsey degrees

Aleksa Džuklevski, Dragan Mašulović

Classical Ramsey theory has successfully extended to relational structures, yielding a wealth of results that have profoundly influenced other areas of mathematics. Interestingly,…

math.CO2022

Ramsey degrees and entropy of combinatorial structures

Dragan Mašulović

Close connections between various notions of entropy and the apparatus of category theory have been observed already in the 1980s and more vigorously developed in the past ten year…

math.CT2020

The Kechris-Pestov-Todor\vcević correspondence from the point of view of category theory

Dragan Mašulović

The Kechris-Pestov-Todorčević correspondence (KPT-correspondence for short) is a surprising correspondence between model theory, combinatorics and topological dynamics. In this pap…