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ITHEA Classification Structure > G. Mathematics of Computing  > G.2 DISCRETE MATHEMATICS  > G.2.2 Graph Theory 
MODIFIED BRANCH AND BOUND ALGORITHM FOR SOLVING THE HAMILTONIAN RURAL ...
By: Andriy Morozov, Anatoliy Panishev (4019 reads)
Rating: (1.00/10)

Abstract: In this paper the Hamiltonian Rural Postman Problem is generalization of the Hamiltonian Travelling Salesman Problem is described. The offered modification of a classical method (Little’s method) allows to find exact solution of the Hamilton Rural Postman Problem or to detect that the task is unsolvable.

Keywords: Hamiltonian Rural Postman Problem, Hamiltonian cycle, branch and bound algorithm, Hamiltonian Traveling Salesman Problem

ACM Classification Keywords: G.2.2 - Mathematics of Computing - Discrete Mathematics - Graph Theory - Path and circuit problems

Link:

MODIFIED BRANCH AND BOUND ALGORITHM FOR SOLVING THE HAMILTONIAN RURAL POSTMAN PROBLEM

Andriy Morozov, Anatoliy Panishev

http://foibg.com/ibs_isc/ibs-19/ibs-19-p55.pdf

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G.2.2 Graph Theory
article: INFORMATION FLOWS ENHANCEMENT FOR AIS TOURISM AUTOMATED INFORMATION SYSTEM · CONVEXITY RELATED ISSUES FOR THE SET OF HYPERGRAPHIC SEQUENCES · ONTOLOGY OF EDUCATIONAL STANDARDS · THE IMPROVEMENT OF THE PROCESS OF PROVIDING GOVERMENT SERVICES IN MULTIFUNCTIONA · INTERFERENCE MINIMIZATION IN PHYSICAL MODEL OF WIRELESS NETWORKS · Criteria investigations in ant colony optimization algorithm for travelling ... · CRITERIA INVESTIGATIONS IN ANT COLONY OPTIMIZATION ALGORITHM FOR TRAVELLING SALE · CHOICE OF DIAGNOSTIC DECISION MAKING IN MEDICINE AND INTERVENTION MISTAKE ... · LOGARITHMIC DISTANCES IN GRAPHS · MODIFIED BRANCH AND BOUND ALGORITHM FOR SOLVING THE HAMILTONIAN RURAL ... ·
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