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Hamiltonian path

   Also found in: Wikipedia 0.01 sec.
Hamiltonian path [‚ham·əl′tō·nē·ən ‚path]
(mathematics)
A path along the edges of a graph that traverses every vertex exactly once and terminates at its starting point. Also known as Hamiltonian circuit; Hamiltonian cycle.

Hamiltonian path - Hamiltonian problem


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The research team including four faculty members and 15 undergraduate students from the biology and mathematics departments engineered the DNA of Escherichia coli bacteria and created bacterial computers capable of solving a classic mathematical problem known as the Hamiltonian Path Problem.
Topics include orthogonal matrices and wireless communications, probabilistic expectations on unstructured spaces, higher order necessary conditions in smooth constrained optimization, Hamiltonian paths and hyperbolic patterns, fair allocation methods for coalition games, sums-of-squares formulas, product-free subsets of groups, generalizations of product- free subsets, and vertex algebras and twisted bialgebras.
Similar Hamiltonian paths can be found on the other four Platonic solids".
 
 
 
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