RANDOM SUM-FREE SUBSETS OF ABELIAN GROUPS ´ JOZSEF BALOGH, ROBERT MORRIS, AND WOJCIECH SAMOTIJ Abstract. We characterize the structure of maximum-size sum-free subsets of a random subset of an Abelian group G. In partic

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Detecting Insider Threats in a Real Corporate Database of Computer Usage Activity Ted E. Senator, Henry G. David A.Bader, Edmond Chow, Thomas G. Dietterich, Alan Goldberg, Alex Memory, Irfan Essa, Joshua Jones,

Source URL: www.cc.gatech.edu

• Data mining
• Anomaly detection
• Data security
• Networks
• Machine learning
• Community structure
• Supervised learning
• Anomaly
• Graph drawing
• Local outlier factor
• Shortest path problem
• Outlier

Quantitative flow analysis of swimming dynamics with coherent Lagrangian vortices F. Huhn,1, a) W.M. van Rees,2 M. Gazzola,3 D. Rossinelli,2 G. Haller,1 and P. Koumoutsakos2 1) Institute of Mechanical Systems, Departmen

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• Fluid dynamics
• Aerodynamics
• Continuum mechanics
• Chemical engineering
• Vortex
• Turbulence
• Lagrangian coherent structure
• Reynolds number
• Vorticity
• Coherent turbulent structure
• Vortex ring

arXiv:1503.01019v1 [cond-mat.mtrl-sci] 3 MarAn Experimental Apparatus for Observing Deterministic Structure Formation in Plate-on-Pedestal Ice Crystal Growth Kenneth G. Libbrecht Department of Physics, California

Source URL: arxiv.org

Mater. Res. Soc. Symp. Proc. Vol. 909E © 2006 Materials Research SocietyPP03-05.1 Crystal structure visualizations in three dimensions with database support P. Moeck1, O. Čertík1,2, G. Upreti1, W. Garrick3, P.

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Bounded and Finite Representation Type, an introduction Say: all rings commutative, all modules f.g., most rings Noetherian. Let’s look around for other structure theorems for modules over nice rings. Proposition 1. A

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Lachmann, Ludwig. Capital and Its Structure. London: London School of Economics and Political Science, University of London, G. Bell, 1956. Machlachan, Fiona. Correspondence on a Hayek Related Research email list. Arch

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The Theoretical and Empirical Structure of the G-Cubed Model Warwick J. McKibbin* The Australian National University and The Brookings Institution and

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INVERSE ADDITIVE PROBLEMS FOR MINKOWSKI SUMSETS I G. A. FREIMAN, D. GRYNKIEWICZ, O. SERRA, AND Y. V. STANCHESCU Abstract. We give the structure of discrete two-dimensional finite sets A, B ⊆ R2 which + |B| − 1)(m + n

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Fishery Stability, Local Extinctions, and Shifts in Community Structure in Skates NICHOLAS K. DULVY,*‡ JULIAN D. METCALFE,† JAMIE GLANVILLE,* MIKE G. PAWSON,† AND JOHN D. REYNOLDS* *School of Biological Sciences, U

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