Definitions from the Web
Hamiltonian Circuit Theorem
The Hamiltonian Circuit Theorem is a fundamental concept in graph theory, named after the mathematician Sir William Rowan Hamilton. It states that a graph contains a Hamiltonian circuit if and only if every vertex in the graph is visited exactly once in the circuit.
Example Sentences:
- The Hamiltonian Circuit Theorem is often applied in various fields, such as computer science, optimization, and logistics.
- In order to solve the problem, the mathematician employed the Hamiltonian Circuit Theorem to find the shortest path.
- The Hamiltonian Circuit Theorem has numerous real-world applications, including determining efficient delivery routes or designing circuit boards.
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