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Competitive Resource Allocation Among Urban Congestion Areas in a Modern Big City
The continuing growth of modern big cities leads to their spatial expansion and the emergence of new road connections and urban areas. Areas where...
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Congestion Control and Avoidance Scheme Using Mobile Nodes in Wireless Sensor Network
In the past ten years, there has been a lot of research on congestion control and avoidance in wireless sensor networks (WSNs). In addition to...
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Cooperative congestion games: existence of a Nash-stable coalition structure
This paper studies a model for cooperative congestion games. There is an array of cooperative games V and a player’s strategy is to choose a subset...
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A convergence analysis of the price of anarchy in atomic congestion games
We analyze the convergence of the price of anarchy (PoA) of Nash equilibria in atomic congestion games with growing total demand T . When the cost...
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The price of Anarchy in series-parallel network congestion games
We study the inefficiency of pure Nash equilibria in symmetric network congestion games defined over series-parallel networks with affine edge...
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Stackelberg pricing games with congestion effects
We study a Stackelberg game with multiple leaders and a continuum of followers that are coupled via congestion effects. The followers’ problem...
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Traffic Congestion Control by PDE Backstep**
This monograph explores the design of controllers that suppress oscillations and instabilities in congested traffic flow using PDE backstep**...
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Modeling and solving the uncapacitated r-allocation p-hub median problem under congestion
The hub location problems deal with determining the optimal location of hub facilities and allocating the demand nodes to these hubs in such a way...
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Constant Congestion Brambles in Directed Graphs
The Directed Grid Theorem, stating that there is a function f such that a directed graph of directed treewidth at least f(k) contains a directed grid...
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A Systematic VANET Traffic Congestion by Eliminating Recursion Using Intervention Linear Minimum Spanning Tree (ILMST) for Traffic Management System
National concern for road safety and human involvement in transportation are becoming increasingly important in everyone’s life. As a result, traffic...
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Computation and efficiency of potential function minimizers of combinatorial congestion games
We study the computation and efficiency of pure Nash equilibria in combinatorial congestion games, where the strategies of each player i are given by...
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A traffic congestion analysis by user equilibrium and system optimum with incomplete information
Nowadays, the rapid development of intelligent navigation systems has profound impacts on the routing of traffic users. With the assistance of these...
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Flight-Based Congestion Pricing Considering Equilibrium Flights in Airport Airside
Most of the previous works ignore the fact that equilibrium flights in self-profit maximization scenario are totally different from that in joint...
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A Variational Inequality Approach to a Class of Network Games with Local Complementarities and Global Congestion
We investigate a class of network games with strategic complements and congestion effects, by using the variational inequality approach. Our...
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Atomic congestion games with random players: network equilibrium and the price of anarchy
In this paper, we present a new model of congestion games with finite and random number of players, and an analytical method to compute the random...
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Determining the amount of the excess input and the output shortage of the congested decision-making units with negative data
Congestion is an essential concept in production systems, where the increase (decrease) of at least one of the inputs leads to the decrease...
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Chaotic triopoly game: a congestion case
In this paper, we propose a simple network consisting of only two nodes and two paths. The first node, which is called the source, has three...
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Bifurcation analysis of macroscopic traffic flow model based on the influence of road conditions
A macroscopic traffic flow model considering the effects of curves, ramps, and adverse weather is proposed, and nonlinear bifurcation theory is used...
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Congestion Control and Optimal Maintenance of Communication Networks with Stochastic Cost Functions: A Variational Formulation
We consider a game theory model of congestion control in communication networks, where each player is a user who wishes to maximize his/her flow over...