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Specifically, even for the same P2P system (e.g., BitTorrent), a large number of protocol variants have been designed based on game theoretic considerations with the objective to gain performance advantages.
Furthermore, even though that the resource management based on game theoretic approaches is a very well-established research field in the literature, very few research works deal with the combined problem of resource management and price customization, especially when the decision-making is performed at the user side in a distributed manner.
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The SUs' joining behavior were described from an economic viewpoint based on game-theoretic analysis.
Therefore, we proposed a secure watermarking system based on game-theoretic methodology to achieve the objective of watermarking management.
However, such approaches are often based on game-theoretic notions such as Nash bargaining that require many rounds of negotiation between the nodes which can result in a higher signaling overhead and increased complexity.
In this study, we have explored the inter-relationship between the image fidelity and robust requirement of visible watermarking and propose a powerful secure watermarking architecture which is based on game-theoretic methodology.
In order to resolve these concerns, the ACOCOA technique and a security watermarking system, which is based on game-theoretic approach that provides the best selection for the decision maker, are proposed by studying the effect of transmission power on intensity and perceptual efficiency.
In addition, we propose a powerful security architecture against attacks for visible watermarking system which is based on game-theoretic approach that provides an equilibrium condition solution for the decision maker by studying the effects of transmission power on intensity and perceptual efficiency.
The protocol identifies optimal network paths, in terms of malware mitigation and energy spent for malware detection, based on a game theoretic model.
Virtual arrays are formed by finding a stable match between two sets of single antenna devices such as mobile stations (MSs) and relay stations (RSs) based on a game theoretic approach derived from the concept of the college admissions problem.
Based on the game-theoretic framework, we formulate the molecule emission control problem as a non-cooperative emission control game, where the Nash equilibrium (NE) is derived and proved theoretically as the unique NE.
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