Fundamentals of Computation Theory 24th International Symposium, FCT 2023, Trier, Germany, September 18–21, 2023, Proceedings

This book constitutes the proceedings of the 24th International Symposium on Fundamentals of Computation Theory, FCT 2023, held in Trier, Germany, in September 2023. 

Convergence of distributions on paths.- Subtree Projection for Stepwise Hedge Automata.- The rectilinear convex hull of line segments.- Domino Snake Problems on Groups.- Parsing Unranked Tree Languages, Folded Once.- The Impact of State Merging on Predictive Accuracy in Probabilistic Tree Automata: Dietze's Conjecture Revisited.- Computing Subset Vertex Covers in H-Free Graphs.- On Computing Optimal Temporal Branchings.- Contracting edges to destroy a pattern: A complexity study.- Distance-based covering problems for graphs of given cyclomatic number.- An efficient computation of the rank function of a positroid.- Minimizing Query Frequency to Bound Congestion Potential for Moving Entities at a Fixed Target Time.- Complexity of Conformant Election Manipulation.- a-ß-Factorization and the Binary Case of Simon’s Congruence.- Bounds for c-Ideal Hashing.- Parameterized Complexity of $\mathcal{T}_{h+1}$-Free Edge Deletion Problem.- On the Parallel Complexity of Group Isomorphism via Weisfeiler--Leman.- The Complexity of $(P_k, P_\ell)$-Arrowing.- On Computing a Center Persistence Diagram.- Robust Identification in the Limit from Incomplete Positive Data.- Cordial Forests.- Vertex ordering with precedence constraints.- Forwards- and Backwards-Reachability for Cooperating   Multi-Pushdown Systems.- Shortest Dominating Set Reconfiguration under Token Sliding.- Computing Optimal Leaf Roots of Chordal Cographs in Linear Time.- Verified Exact Real Computation with Nondeterministic Functions and Limits.- Exact and Parameterized Algorithms for the Independent Cutset Problem.- Kernelization for Finding Lineal Topologies (Depth-First Spanning Trees) with Many or Few Leaves.- Two UNO Decks Efficiently Perform Zero-Knowledge Proof for Sudoku.- Power of Counting by Nonuniform Families of Polynomial-Size Finite Automata.