2019
DOI: 10.1007/978-3-030-17294-7_9
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Automated Negotiations Under User Preference Uncertainty: A Linear Programming Approach

Abstract: Autonomous agents negotiating on our behalf find applications in everyday life in many domains such as high frequency trading, cloud computing and the smart grid among others. The agents negotiate with one another to reach the best agreement for the users they represent. An obstacle in the future of automated negotiators is that the agent may not always have a priori information about the preferences of the user it represents. The purpose of this work is to develop an agent that will be able to negotiate given… Show more

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Cited by 7 publications
(7 citation statements)
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“…CP-nets, which provide a qualitative representation of preferences that reflects conditional dependence [19], were also studied in the automated negotiation context [7,78]. Furthermore, Tsimpoukis et al proposed a decision model that uses linear optimization to translate partial information into utility estimates based on a set of ranked outcomes [116]. However, as we explain later in Sect.…”
Section: Privacy Preference Elicitationmentioning
confidence: 99%
See 1 more Smart Citation
“…CP-nets, which provide a qualitative representation of preferences that reflects conditional dependence [19], were also studied in the automated negotiation context [7,78]. Furthermore, Tsimpoukis et al proposed a decision model that uses linear optimization to translate partial information into utility estimates based on a set of ranked outcomes [116]. However, as we explain later in Sect.…”
Section: Privacy Preference Elicitationmentioning
confidence: 99%
“…In a negotiation, a user has a specific set of preferences regarding the possible outcomes. The so-called preference profile is given by an ordinal ranking over the set of the outcomes: an outcome is said to be weakly preferred over an outcome ′ if ⪰ � where , � ∈ or strictly preferred if 𝜔 ≻ 𝜔 ′ [116]. Given the outcome ranking, the agent's goal is to formulate its estimate of the valuation function v p that approximates the real user's valuation as much as possible so that the preferences are expressed in a cardinal way:…”
Section: Preference Elicitationmentioning
confidence: 99%
“…Note that in multi-objective settings, agents and/or users are often incapable of specifying their utilities numerically [133]. However, recently there has been research in automated negotiation focusing on preference uncertainty [117], i.e., uncertainty about the individual utility functions, and eliciting preferences [9], making realistic negotiation with the PCS of a multi-objective decision problem as input, possible. Under ESR the situation becomes significantly more complex, i.e., in general, the undominated set is defined as: Definition 7 The undominated set of policies (U) under possibly non-linear monotonically increasing u, under ESR, is the subset of the set of all admissible joint policies Π for which there exists a u for which the scalarised value is maximal:…”
Section: Pareto Coverage Setsmentioning
confidence: 99%
“…And we can only get the sum value of x i t + y i t . The DDoS problem cannot be solved by Linear Programming (LP) method [16], [17] to get the optimal router throttling rate a i t for each router. Thus, if we want to make decisions based on incomplete, vague information, we need to get some feedback information from the network environment to tell us whether the decision we just made is efficiency.…”
Section: A Ddos Problem Definitionmentioning
confidence: 99%