A Proof of Donsker's Invariance Principle Based on Support Functions of Fuzzy Random Vectors. - Jan Schneider 004; Roman Urban (Int. J. Uncertain. Fuzziness Knowl. Based Syst., 2018)

Fuzzy Capital Budgeting for Projects Characterized by Step Type Fuzzy Intervals. - Jan Schneider 004; Dorota Kuchta (J. Multiple Valued Log. Soft Comput., 2018)

Vector and Triangular Representations of Project Estimation Uncertainty: Effect of Gender on Usability. - Dorota Kuchta; Jerzy Grobelny; Rafal Michalski; Jan Schneider 004 (ICCS (6), 2021)

Perception of vector and triangle representations of fuzzy number most possible value changes. - Dorota Kuchta; Jerzy Grobelny; Rafal Michalski; Jan Schneider 004 (FedCSIS, 2023)

Perception of the Fuzzy Number Indeterminacy Change in Vector and Triangle Representations - Implications for Graphical User Interface Design. - Dorota Kuchta; Jerzy Grobelny; Rafal Michalski; Jan Schneider 004 (HCI (40), 2023)

A vector visualization of uncertainty complementing the traditional fuzzy approach with applications in project management. - Jan Schneider 004; Dorota Kuchta; Rafal Michalski (Appl. Soft Comput., 2023)

Chaos in Opinion-Driven Disease Dynamics. - Thomas Götz; Tyll Krüger; Karol Niedzielewski; Radomir Pestow; Moritz Schäfer; Jan Schneider 004 (Entropy, 2024)