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    » An Invariance Principle For Polytopes
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    STOC
    2010
    ACM
    184views Algorithms» more  STOC 2010»
    An Invariance Principle For Polytopes
    14 years 3 months ago
    An Invariance Principle For Polytopes
    Download  www.eccc.uni-trier.de
    Prahladh Harsha, Adam Klivans and Raghu Meka
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    DCG
    2006
    163views more  DCG 2006»
    Isometry-Invariant Valuations on Hyperbolic Space
    13 years 5 months ago
    Isometry-Invariant Valuations on Hyperbolic Space
    Download  faculty.uml.edu
    Abstract. Hyperbolic area is characterized as the unique continuous isometry invariant simple valuation on convex polygons in H2 . We then show that continuous isometry invariant s...
    Daniel A. Klain
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    ICPR
    2008
    IEEE
    137views Computer Vision» more  ICPR 2008»
    Birkhoff polytopes, heat kernels and graph complexity
    14 years 6 days ago
    Birkhoff polytopes, heat kernels and graph complexity
    Download  figment.cse.usf.edu
    In this paper we use doubly stochastic matrices to establish a link between Birkhoff polytopes and heat kernels on graphs. Based on this analysis we construct a multi-dimensional ...
    Francisco Escolano, Edwin R. Hancock, Miguel Angel...
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    ICASSP
    2008
    IEEE
    77views Signal Processing» more  ICASSP 2008»
    The extended invariance principle applied to joint time-delay, frequency, and DOA estimation
    14 years 6 days ago
    The extended invariance principle applied to joint time-delay, frequency, and DOA estimation
    Download  newport.eecs.uci.edu
    This paper deals with the joint estimation of temporal (timedelay, Doppler frequency) and spatial (direction-of-arrival, DOA) parameters of several replicas of a known signal in a...
    Felix Antreich, Josef A. Nossek, Gonzalo Seco, A. ...
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    TC
    2001
    75views Information Technology» more  TC 2001»
    Establishing accounting principles as invariants of financial systems
    13 years 7 months ago
    Establishing accounting principles as invariants of financial systems
    Download  www.cs.rutgers.edu
    Naftaly H. Minsky
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