Algebraic Structures and Graph Theory

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brauer configuration algebra; graph energy; path algebra; poset; spectral radius; trace norm; wild representation type; commutative rings; zero-divisor graph; dot total graph; ideal-based; zero-divisors; automata theory; hypergroups; quasi-automata; quasi-multiautomata; semiautomata; hypergraph; hyperpath; hypertree; knot; hypercontinuity; equivalent hyperpaths; BL-function; BL-code; binary linear block codes; coding theory; BL-algebra; distance Laplacian matrix; spectral radius; diameter; extendability; cayley graphs; transposition trees; bubble-sort graphs; star graphs; graph; join product; crossing number; configuration; parity properties; path; cycle; hypergroup; magma; state machines; automata; graph; generalized reciprocal distance matrix; reciprocal distance signless Laplacian matrix; spectral radius; finitely generated groups; finite groups; t-graph; subgraph; connected components; chromatic number; addition signed Cayley graph \({Σ_{n}^{∧}}\); lattice path models; enumerative combinatorics; quantum groups at roots of unity; tensor product decomposition; graph theory; hypergroup; fundamental relation; social systems; geometric space; differential graded algebras; derived categories; Galois extensions; hyperfield; positive cone; order; characteristic; left tri-ideal; right tri-ideal; M-left-tri-basis; M-right-tri-basis; quasi-order; partial order; regular elements; magnifying elements; transformation semigroups; n/a