Results 61 to 70 of about 8,730 (184)
The geometric maximum traveling salesman problem [PDF]
We consider the traveling salesman problem when the cities are points in ℝ d for some fixed d and distances are computed according to geometric distances, determined by some norm.
Alexander I. Barvinok +5 more
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Abstract We address the scheduling conflicting jobs on parallel identical machines problem with makespan minimization, a classical and computationally challenging variant of parallel machine scheduling. We develop and evaluate three distinct solution methodologies: a novel constraint programming (CP) formulation, and two metaheuristics: a multi ...
Roberto Maria Rosati +3 more
wiley +1 more source
Abstract We analyse the behaviour of multinational enterprises (MNEs) within a host nation – Australia – during deglobalization (1914–79). Deglobalization is often portrayed as a drastic event to which MNEs respond swiftly, probably through withdrawal from host countries.
Pierre Van der Eng +4 more
wiley +1 more source
GCN-Pointransformer Model for Solving Traveling Salesman Problem [PDF]
Because the Transformer model is based on the fully connected attention mechanism, the computational complexity is high and the GPU memory usage is too large when solving the classic traveling salesman problem (TSP).
QIU Yunfei, LIU Yifei, YU Zhilong, JIN Haibo
doaj +1 more source
Traveling Salesman Problems in Temporal Graphs [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Othon Michail, Paul G. Spirakis
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Abstract This paper investigates an extension of the vehicle routing problem in which, in addition to minimizing the distance traveled, the sequencing of customer visits is subject to precedence constraints that impose visiting priorities among customers.
Eduardo dos Santos Teixeira +1 more
wiley +1 more source
The selective travelling salesman problem
This paper deals with exact solutions for the Selective Traveling Salesman Problem - a TSP with profit at the nodes - by branch-and bound. The contribution is in the form of a new upper bound calculation as well as two node partitioning rules.
Gilbert Laporte, Silvano Martello
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Ensuring connectedness for the maximum quasi‐clique and densest k‐subgraph problems
Abstract Given an undirected graph G$G$, a quasi‐clique is a subgraph of G$G$ with density at least γ$\gamma$ (0<γ≤1)$(0 < \gamma \le 1)$. Two optimisation problems can be defined for quasi‐cliques: the maximum quasi‐clique (MQC) problem, which finds a quasi‐clique with maximum vertex cardinality, and the densest k$k$‐subgraph (DKS) problem, which ...
Daniela Scherer dos Santos +3 more
wiley +1 more source
Production routing decisions in a two‐echelon supply chain with multiple delivery modes
Abstract We study an original two‐echelon production routing problem with multiple delivery modes (2E‐PRP‐MDM). In the first echelon, the primary production facility is tasked with satisfying the demands of two distinct entities: a set of warehouses and a set of customers through direct shipments. In the second echelon, warehouses become delivery hubs,
Rachida Benfedel +2 more
wiley +1 more source
The Symmetric Traveling Salesman Problem
Let M be an nXn symetric matrix, n, even, T, an upper bound for T_OPT, an optimal tour, sigma_T, the smaller-valued perfect matching obtained from alternate edges of T expressed as a product of 2-cycles. Applying the modified Floyd-Warshall algorithm to (sigma_T)^-1M^-, we construct acceptable and 2-circuit cycles some sets of which may yield circuits ...
openaire +3 more sources

