Combinatorics, Graph Theory and Computing
Description
This proceedings volume compiles selected, revised papers presented at the 55th Southeastern International Conference on Combinatorics, Graph Theory, and Computing (SEICCGTC 2024), which took place at Florida Atlantic University in Boca Raton, USA, from March 4th to 8th, 2024. The SEICCGTC is widely regarded as a trendsetter for other conferences worldwide. Many ideas and themes initially discussed here have subsequently been explored in other conferences and symposia. Since 1970, the conference has been held annually in Baton Rouge, Louisiana, and Boca Raton, Florida. Over the years, it has grown to become the primary annual conference in its field, playing a crucial role in disseminating results and fostering collaborative work. This volume is tailored for the community of pure and applied mathematicians in academia, industry, and government, who work in combinatorics and graph theory, as well as related areas of computer science and the intersections among these fields.
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Content
Some Occurrences of the Central Delannoy Numbers in Z 2 [x] and Clifford Algebras.- A New Criterion for the Absolute Irreducibility of Generalized Quadrinomials over Finite Fields.- Formalization of the Bellman-Ford Algorithm for Airspace Applications.- Binary sequences with isolated zeros.- Small Representations of Permutation Groups by Embedding the Domain in an Ordered Set.- Stack-sorting Simplices: Geometry and Lattice-point Enumeration.- ST -distributive and ST -modular Lattices.- On the Upper Bound for the Square Lattice Site Percolation Threshold.- Upper Bounds for the Bond Percolation Thresholds of Stacked Lattices.- On (C 4 , E 2 )-decompositions of the complete 3-uniform hypergraph K n (3) .- Edge-Join of cubic graphs.- Realizability of n-vertex graphs with prescribed vertex and edge connectivity and minimum and maximum degree, IV.- Rearrangement Graphs.- On the eviction model of eternal domination.- Coloring, Cozonal Labelings, and Kempe Chains.- Constructions of local antimagic 3-colorable graphs of odd size - matrix approach.