Nearly k-Universal Words - Investigating a Part of Simon's Congruence. - Pamela Fleischmann; Lukas Haschke; Annika Huch; Annika Mayrock; Dirk Nowotka (DCFS, 2022)

m-Nearly k-Universal Words - Investigating Simon Congruence. - Pamela Fleischmann; Lukas Haschke; Annika Huch; Annika Mayrock; Dirk Nowotka (CoRR, 2022)

α-β-Factorization and the Binary Case of Simon's Congruence. - Pamela Fleischmann; Jonas Höfer; Annika Huch; Dirk Nowotka (FCT, 2023)

k-Universality of Regular Languages. - Duncan Adamson; Pamela Fleischmann; Annika Huch; Tore Koß; Florin Manea; Dirk Nowotka (ISAAC, 2023)

Nearly k-universal words - Investigating a part of Simon's congruence. - Pamela Fleischmann; Lukas Haschke; Jonas Höfer; Annika Huch; Annika Mayrock; Dirk Nowotka (Theor. Comput. Sci., 2023)

Rollercoasters with Plateaus. - Duncan Adamson; Pamela Fleischmann; Annika Huch (RP, 2024)

Tight Bounds for the Number of Absent Scattered Factors. - Duncan Adamson; Pamela Fleischmann; Annika Huch; Max Wiedenhöft (CoRR, 2024)

k-local Graphs. - Christian Beth; Pamela Fleischmann; Annika Huch; Daniyal Kazempour; Peer Kröger; Andrea Kulow; Matthias Renz (CoRR, 2024)

k-Local Graphs. - Christian Beth; Pamela Fleischmann; Annika Huch; Daniyal Kazempour; Peer Kröger; Andrea Kulow; Matthias Renz (DCFS, 2025)

Word-Representable Graphs and Locality of Words. - Philipp Böll; Pamela Fleischmann; Annika Huch; Jana Kreiß; Tim Löck; Kajus Park; Max Wiedenhöft (DCFS, 2025)

Jumbled Scattered Factors. - Pamela Fleischmann; Annika Huch; Melf Kammholz; Tore Koß (DLT, 2025)

k-Universality of Regular Languages Revisited. - Duncan Adamson; Pamela Fleischmann; Annika Huch; Tore Koß; Florin Manea (IJTCS-FAW, 2025)

Generalised Nyldon words. - Pamela Fleischmann; Annika Huch; Dirk Nowotka (Theor. Comput. Sci., 2025)

k-Universality of Regular Languages Revisited. - Duncan Adamson; Pamela Fleischmann; Annika Huch; Tore Koß; Florin Manea (CoRR, 2025)