Efficient Algorithms on Multicommodity Flow over Time Problems with Partial Lane Reversals
The multicommodity flow problem arises when several different commodities are transshipped from specific supply nodes to the corresponding demand nodes through the arcs of an underlying capacity network.
Urmila Pyakurel +3 more
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On Polynomial-Time Combinatorial Algorithms for Maximum $L$-Bounded Flow
Given a graph $G=(V,E)$ with two distinguished vertices $s,t\in V$ and an integer $L$, an $L$-bounded flow is a flow between $s$ and $t$ that can be decomposed into paths of length at most $L$. In the maximum $L$-bounded flow problem the task is to find
Kateřina Altmanová +2 more
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Solving the Max-Flow Problem on a Quantum Annealing Computer
This article addresses the question of implementing a maximum flow algorithm on directed graphs in a formulation suitable for a quantum annealing computer. Three distinct approaches are presented.
Thomas Krauss +4 more
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A method for the solution of the homogeneous inventory-production optimisation problem
The subject of this paper is the inventory-production problem, which is a one of the optimization problems in a decision area in which inventory volume and production volume are considered together.
Schiff Krzysztof
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Optimal Decision-Making Dealing with Enemy Sabotages Using the Maximum Flow Interdiction Problem in Multi-Period Dynamic Networks in Fuzzy Conditions [PDF]
For a long time, one of the most important problems in wars has been the enemy's operations to destroy facilities and communication networks. The destruction of bridges and roads, air, missile, or artillery attacks, and the countless cyber-attacks in ...
Hamid Bigdeli, Salim Bavandi
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Coordinator MPC for maximizing plant throughput [PDF]
In many cases economic optimal operation is the same as maximum plant throughput, which is the same as maximum flow through the bottleneck(s). This insight may greatly simplify implementation. In this paper, we consider the case where the bottlenecks may
Elvira M.B. Aske +2 more
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Inverse Generalized Maximum Flow Problems
A natural extension of maximum flow problems is called the generalized maximum flow problem taking into account the gain and loss factors for arcs. This paper investigates an inverse problem corresponding to this problem. It is to increase arc capacities
Javad Tayyebi, Adrian Deaconu
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Flows in Generalized Nets with Related Arcs
The problem of finding the maximum flow in nets of a special form is considered. In such nets the arcs are related in such a way that the total flow passing through the related arcs does not exceed the minimum throughput of these arcs.
V. A. Skorokhodov
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Solving Robust Variants of Integer Flow Problems with Uncertain Arc Capacities
This paper deals with robust optimization and network flows. Several robust variants of integer flow problems are considered. They assume uncertainty of network arc capacities as well as of arc unit costs (where applicable).
Marko Špoljarec, Robert Manger
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Novel GPU-Based Method for the Generalized Maximum Flow Problem
This paper investigates the application of a minimum loss path finding algorithm to determine the maximum flow in generalized networks that are characterized by arc losses or gains.
Delia Elena Spridon +2 more
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