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Magdalena Balazinska

Researcher at University of Washington

Publications -  183
Citations -  12840

Magdalena Balazinska is an academic researcher from University of Washington. The author has contributed to research in topics: Data management & Analytics. The author has an hindex of 55, co-authored 171 publications receiving 12143 citations. Previous affiliations of Magdalena Balazinska include Washington University in St. Louis & Massachusetts Institute of Technology.

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Proceedings Article

The Design of the Borealis Stream Processing Engine

TL;DR: This paper outlines the basic design and functionality of Borealis, and presents a highly flexible and scalable QoS-based optimization model that operates across server and sensor networks and a new fault-tolerance model with flexible consistency-availability trade-offs.
Journal ArticleDOI

HaLoop: efficient iterative data processing on large clusters

TL;DR: HaLoop is presented, a modified version of the Hadoop MapReduce framework that is designed to serve iterative applications and dramatically improves their efficiency by making the task scheduler loop-aware and by adding various caching mechanisms.
Journal ArticleDOI

Building the Internet of Things Using RFID: The RFID Ecosystem Experience

TL;DR: A suite of Web-based, user-level tools and applications designed to empower users by facilitating their understanding, management, and control of personal RFID data and privacy settings are developed.
Proceedings Article

Scalable Distributed Stream Processing

TL;DR: The architectural challenges facing the design of large-scale distributed stream processing systems are described, and novel approaches for addressing load management, high availability, and federated operation issues are discussed.
Proceedings ArticleDOI

Characterizing mobility and network usage in a corporate wireless local-area network

TL;DR: This paper studies user mobility patterns and introduces new metrics to model user mobility and finds that average user transfer-rates follow a power law, and models user mobility with persistence and prevalence find that the probability distributions of both measures follow power laws.