Titlebook: LATIN 2024: Theoretical Informatics; 16th Latin American José A. Soto,Andreas Wiese Conference proceedings 2024 The Editor(s) (if applicab

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overture

minimal

Directed Ear Anonymityigraph is .-hard and that it can be solved in .-time on acyclic digraphs (where . is the number of vertices and . is the number of arcs in the input digraph). It remains open where exactly in the polynomial hierarchy the problem of computing ear anonymity lies, however for a related problem we manage to show .-completeness.

Osmosis

徹底檢查

0302-9743 n topical sections as follows:Part I:?Algorithms and Data Structures; Approximation and Online Algorithms; Complexity Theory;?.Part II: Combinatorics and Graph Theory; Parameterized Algorithms; Automata Theory and Formal Languages; and Game Theory and Fairness.?.978-3-031-55600-5978-3-031-55601-2Series ISSN 0302-9743 Series E-ISSN 1611-3349

品牌

fatuity

0302-9743 o Varas, Chile, in March 2024.?.The 44 papers presented in this volume were carefully reviewed and selected from 93 submissions. They were organized in topical sections as follows:Part I:?Algorithms and Data Structures; Approximation and Online Algorithms; Complexity Theory;?.Part II: Combinatorics

phytochemicals

Structural and?Combinatorial Properties of?2-Swap Word Permutation Graphsbgraphs within this graph. Additionally, we show that for every vertex in the graph, there exists a Hamiltonian path starting at this vertex. Finally, we provide an algorithm enumerating these paths from a given input word of length . with a delay of at most . between outputting edges, requiring . preprocessing.

convert

Self-complementary (Pseudo-)Split Graphsally the core of self-complementary graphs. Indeed, we show that all realizations of forcibly self-complementary degree sequences are pseudo-split graphs. We also give formulas to calculate the number of self-complementary (pseudo-)split graphs of a given order, and show that Trotignon’s conjecture

MIME

Schnyder Woods and?Long Induced Paths in?3-Connected Planar Graphscomprehensible proof of a new structural feature: every Schnyder wood of a 3-connected planar graph on . vertices has a tree of depth at least .. As a simple implication, our result improves the previous hard-won lower bound on the length of an induced path in such a graph to ..