activity
20192022
most citedOn a variant of Flory model

4 citations · 8 across the 4 of their papers we have counts for

collaborators

6 papers

math.CO20224 cited

On a variant of Flory model

Tomislav Došlić, Mate Puljiz, Stjepan Šebek +1

We consider a one-dimensional variant of a recently introduced settlement planning problem in which houses can be built on finite portions of the rectangular integer lattice subjec…

math.PR2022

Convex hulls of stable random walks

Wojciech Cygan, Nikola Sandrić, Stjepan Šebek

We consider convex hulls of random walks whose steps belong to the domain of attraction of a stable law in . We prove convergence of the convex hull in the space of a…

math.CO20213 cited

Packing density of combinatorial settlement planning models

Mate Puljiz, Stjepan Šebek, Josip Žubrinić

Recently, a combinatorial settlement planning model was introduced. The idea underlying the model is that the houses are randomly being built on a rectangular tract of land accordi…

math.CO20211 cited

Combinatorial settlement planning

Mate Puljiz, Stjepan Šebek, Josip Žubrinić

In this article, we consider a combinatorial settlement model on a rectangular grid where at least one side (east, south or west) of each house must be exposed to sunlight without…

math.PR2020

Limit theorems for a stable sausage

Wojciech Cygan, Nikola Sandrić, Stjepan Šebek

In this article, we study fluctuations of the volume of a stable sausage defined via a -dimensional rotationally invariant -stable process. As the main results, we establish…

math.PR2019

CLT for the capacity of the range of stable random walks

Wojciech Cygan, Nikola Sandrić, Stjepan Šebek

In this article, we establish a central limit theorem for the capacity of the range process for a class of -dimensional symmetric -stable random walks with the index satisfyi…