Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"The Algorithm of the Time-Dependent Shortest Path Problem with Time Windows"
written by Nasser A. El-Sherbeny,
published by Applied Mathematics, Vol.5 No.17, 2014
has been cited by the following article(s):
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[9] Conflict-free dynamic route multi-agv using dijkstra Floyd-warshall hybrid algorithm with time windows.
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[10] Conflict-free dynamic route multi-agv using dijkstra Floyd-warshall hybrid algorithm with time windows
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[11] Freight Train Scheduling in Railway Systems
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[12] Synchronized Truck and Drone Routing in Package Delivery Logistics
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[13] A Study on Performance Evaluation of Optimization Algorithms in the Shortest Path Problem
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[14] A Fuzzy Minimum Cost Fuzzy Flow Problem with Fuzzy Time-Windows and Fuzzy Interval Bounds
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[15] Difference of Convex Functions Optimization Methods: Algorithm of Minimum Maximal Network Flow Problem with Time-Windows
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[16] Algorithm of the inverse minimum flow problem with time-windows
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[17] Environmental Optimization of Urban Travel Using Mobile Devices Detection
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[18] AN OPTIMIZATION PATH PROBLEM ON A NETWORK : A REVIEW
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[19] Optimization of transportation problem in dynamic logistics network
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[20] Delay-Tolerant Networks
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[21] Minimum Cost Flow Time-Windows Problem with Interval Bounds and Flows
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[22] Optimal control algorithm of safe Island defense model in distribution network with distributed generation
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[23] Modified Dijkstra Algorithm with Invention Hierarchies Applied to a Conic Graph
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[24] Minimum Convex and Differentiable Cost Flow Problem with Time Windows
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[25] On-the-Fly Nearest Shelter Computation in Event-Dependent Spatial Networks in Disasters
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[26] The Dynamic Shortest Path Problems of Minimum Cost Length Time-Windows and Time-Varying Costs
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[27] Minimum Convex and Differentiable Cost Flow Problem with Time-Windows
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[28] The Dynamic Shortest Path Problems of Minimum Cost Length Time Windows and Time-Varying Costs
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