doc. dr. sc. Stjepan Šebek

Assistant professor, Department of Applied Mathematics

Location:
Public phone number:
6129-959
Internal phone number:
459

Combinatorial settlement planning

Puljiz, Mate ; Šebek, Stjepan ; Žubrinić, Josip
2023.
Contributions to Discrete Mathematics

Packing density of combinatorial settlement planning models

Puljiz, Mate ; Šebek, Stjepan ; Žubrinić, Josip
2023.
American mathematical monthly

Hoeffding’s inequality for non-irreducible Markov models

Sandrić, Nikola; Šebek, Stjepan
2023.
Statistics & probability letters

Complexity function for a variant of Flory model on a ladder

Puljiz, Mate; Šebek, Stjepan; Žubrinić, Josip
2023.

Invariance principle for the capacity and the cardinality of the range of stable random walks

Cygan, Wojciech; Sandrić, Nikola; Šebek, Stjepan
2023.
Stochastic processes and their applications

Learning from non-irreducible Markov chains

Sandrić, Nikola; Šebek, Stjepan
2023.
Journal of mathematical analysis and applications

Capacity of the range of random walks on groups

Mrazović, Rudi ; Sandrić, Nikola ; Šebek, Stjepan
2023.
Kyoto Journal of Mathematics

Convex hulls of stable random walks

Cygan, Wojciech; Sandrić, Nikola; Šebek, Stjepan
2022.
Electronic journal of probability

CLT for the capacity of the range of stable random walks

Cygan, Wojciech ; Sandrić, Nikola ; Šebek, Stjepan
2022.
Stochastics-An International Journal of Probability and Stochastic Processes

Limit theorems for a stable sausage

Cygan, Wojciech ; Sandrić, Nikola ; Šebek, Stjepan
2021.
Stochastics and dynamics

Functional CLT for the range of stable random walks

Cygan, Wojciech ; Sandrić, Nikola ; Šebek, Stjepan
2021.
Bulletin of the Malaysian Mathematical Sciences Society

Transition probability estimates for subordinate random walks

Cygan, Wojciech ; Šebek, Stjepan
2019.

Harnack Inequality for Subordinate Random Walks

Mimica, Ante ; Šebek, Stjepan
2019.
Journal of theoretical probability

Teaching

University undergraduate

University graduate

Postgraduate doctoral study programme

Competences

  • Mathematics
    Probability Random processes Stochastic processes

Personal data

Graduation year:
2014.
PhD graduation year:
2019.
Employed in this institution since:
2014.