We examine the strong pairwise stability concept in network formation theory under collective network benefits.Strong pairwise stability considers a pair of players to add a link through mutual consent while permitting them to unilaterally delete any subset of links under their control.We examine the properties of strongly pairwise stable networks and find that players in middleman positions, who have the power to break up the network into multiple components, play a critical role in such networks.We show that for the component-wise egalitarian rule there is no conflict between the efficient and stable networks when these middlemen have no incentive to break up the network. Finally, we examine efficiency and stability in middleman-free netw...
Stable networks of order r where r is a natural number refer to those networks that are immune to co...
We develop a theoretical framework that allows us to study which bilateral links and coalition struc...
This paper analyzes the formation of networks when players choose how much to invest in each relatio...
We examine the strong pairwise stability concept in network formation theory under collective networ...
A fundamental tension of between the efficiency and stability of social networks is now a well recog...
We analyze the formation of networks among individuals. In particular, we examine the existence of n...
One of the most important stability concepts for network formation is pairwise stability. We develop...
Suppose that individual payoffs depend on the network connecting them. Consider the following simult...
A network is a graph where the nodes represent agents and an arc exists between two nodes if the cor...
Recently a variety of link-based stability concepts have emerged in the literature on game theoretic...
This thesis consists of three chapters, and they concern the formation of social and economic netwo...
We develop a theoretical framework that allows us to study which bilateral links and coalition struc...
In this investigation, we analyze a network formation game in a strategic setting where pay-offs of ...
We propose a new concept, the pairwise farsightedly stable set, in order to predict which networks m...
We study the formation of networks in environments where agents derive benefits from their neighbour...
Stable networks of order r where r is a natural number refer to those networks that are immune to co...
We develop a theoretical framework that allows us to study which bilateral links and coalition struc...
This paper analyzes the formation of networks when players choose how much to invest in each relatio...
We examine the strong pairwise stability concept in network formation theory under collective networ...
A fundamental tension of between the efficiency and stability of social networks is now a well recog...
We analyze the formation of networks among individuals. In particular, we examine the existence of n...
One of the most important stability concepts for network formation is pairwise stability. We develop...
Suppose that individual payoffs depend on the network connecting them. Consider the following simult...
A network is a graph where the nodes represent agents and an arc exists between two nodes if the cor...
Recently a variety of link-based stability concepts have emerged in the literature on game theoretic...
This thesis consists of three chapters, and they concern the formation of social and economic netwo...
We develop a theoretical framework that allows us to study which bilateral links and coalition struc...
In this investigation, we analyze a network formation game in a strategic setting where pay-offs of ...
We propose a new concept, the pairwise farsightedly stable set, in order to predict which networks m...
We study the formation of networks in environments where agents derive benefits from their neighbour...
Stable networks of order r where r is a natural number refer to those networks that are immune to co...
We develop a theoretical framework that allows us to study which bilateral links and coalition struc...
This paper analyzes the formation of networks when players choose how much to invest in each relatio...