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Yaniv Altshuler

Researcher at Massachusetts Institute of Technology

Publications -  82
Citations -  1835

Yaniv Altshuler is an academic researcher from Massachusetts Institute of Technology. The author has contributed to research in topics: Swarm behaviour & Social trading. The author has an hindex of 24, co-authored 78 publications receiving 1608 citations. Previous affiliations of Yaniv Altshuler include University of Haifa & Deutsche Telekom.

Papers
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Journal ArticleDOI

Multi-agent Cooperative Cleaning of Expanding Domains

TL;DR: This work examines ways of operating in dynamic environments, where changes take place independently of the agents’ activity, on a dynamic variant of the cooperative cleaners problem, a problem that requires several simple agents to clean a connected region of “dirty” pixels in Z 2.
Posted Content

Incremental Learning with Accuracy Prediction of Social and Individual Properties from Mobile-Phone Data

TL;DR: A method for predicting the maximal learning accuracy possible for the learning task at hand is proposed, based on an initial set of measurements, which has various practical implications, such as better design of mobile data collection campaigns, or evaluating of planned analysis strategies.

Augmented Betweenness Centrality for Mobility Prediction in Transportation Networks

TL;DR: This work proposes an efficient estimation method for the assessment of the flow through links in trans- portation networks that is based on the Betweenness Centrality measure of the network's nodes, and shows that the correlation between those two features can be significantly increased when additional properties of thenetwork are taken into account.
Book

Security and Privacy in Social Networks

TL;DR: The book aspires to create a common language between the researchers and practitioners of this new area of online social networks, spanning from the theory of computational social sciences to conventional security and network engineering.
Journal ArticleDOI

Static and expanding grid coverage with ant robots: Complexity results

TL;DR: The strengths and limitations of collaborative teams of simple agents, and the efficient use of ''ant robots'' for covering a connected region on the Z^2 grid, whose area is unknown in advance, and which expands at a given rate, where n is the initial size of the connected region.