By Javier Bajo, Josefa Z. Hernández, Philippe Mathieu, Andrew Campbell, Antonio Fernández-Caballero, María N. Moreno, Vicente Julián, Amparo Alonso-Betanzos, María Dolores Jiménez-López, Vicente Botti
This quantity offers the papers which have been authorized for the 2015 specific periods of the thirteenth overseas convention on functional purposes of brokers and Multi-Agent structures, held at college of Salamanca, Spain, at 3rd-5th June, 2015: brokers Behaviours and synthetic Markets (ABAM); brokers and cellular units (AM); Multi-Agent platforms and Ambient Intelligence (MASMAI); internet Mining and Recommender structures (WebMiRes); studying, brokers and Formal Languages (LAFLang); Agent-based Modeling of Sustainable habit and eco-friendly Economies (AMSBGE); Emotional software program brokers (SSESA) and clever academic platforms (SSIES). the amount additionally contains the paper permitted for the Doctoral Consortium in PAAMS 2015.
PAAMS, the overseas convention on functional purposes of brokers and Multi-Agent platforms is an evolution of the overseas Workshop on functional purposes of brokers and Multi-Agent structures. PAAMS is a global every year tribune to provide, to debate and to disseminate the newest advancements and an important results on the topic of real-world purposes. It presents a different chance to carry multi-disciplinary specialists, lecturers and practitioners jointly to switch their adventure within the improvement of brokers and Multi-Agent Systems.
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Node A calculates dA = d(HA , W [i])2 , the square of the distance between its habitat and W [i] (dA = 0 if W [i] ∈ HA and dA ≥ 1 otherwise). A knows both HA and W [i], so the calculation of dA can be performed without using homomorphic encryption. 2. Node B announces to A the centre CB : (xCB , yCB ) of its habitat. B → A: EB (xCB ), EB (yCB ) 3. Node A subtracts the coordinates of W [i] to the coordinates of C. Then, A multiplies both results by the same nonce (a random one-use value). (EB (xCB )/EB (xW [i] ))nonce = EB ((xCB − xW [i] ) · nonce) (3) (EB (yCB )/EB (yW [i] ))nonce = EB ((yCB − yW [i] ) · nonce) (4) Following, A sends to B the results and the coordinates of W [i], the distance dA , the radius RA , and the information B needs to calculate dB .
PrivHab execution time depends heavily on the key length used. 57 seconds. 48% when sending messages larger than 10MB. 03 seconds when using keys of 1024 bits. Given the average length of connectivity windows in remote village scenarios presented in , this overhead is acceptable. 8 seconds). 1 Modelling and Simulations The scenario we have used in all the simulations is the one presented in Section 2. We have compared the performance of PrivHab with a bench-mark of well-known routing protocols used in : Prophet, Binary Spray & Wait (L=40), Epidemic and Random.
With this in mind, we employ a parsimonious specification of strategic behavior. c Springer International Publishing Switzerland 2015 J. Bajo et al. ), Trends in Prac. Appl. of Agents, Multi-Agent Sys. 1007/978-3-319-19629-9_3 19 20 A. Todd, P. Beling, and W. Scherer The structure of this paper is as follows. First, we provide a brief review of the pricing mechanism, the limit order book. We then provide a discussion of market fragmentation and automated trading. Finally, we present the model details and results of the computational experiment.