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Load Statistics for Task 1

Load Statistics for Task 1

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Conference Paper
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A new topological model of camera network coverage, based on a weighted hypergraph representation, is introduced. The model's theoretical basis is the coverage strength model, presented in previous work and summarized here. Optimal distribution of task processing is approximated by adapting a local search heuristic for parallel machine scheduling t...

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... comparison, we also assigned the same event detections using four other orientations of H C : the optimal unweighted minimum maximum indegree orientation U , two random orientations R 1 and R 2 , and a greedy orientation G (edges oriented in arbitrary order to the vertex with least indegree). Figure 5 shows the maximum and standard deviation of processing loads (with a mean of 1378.39) for each strategy. ...

Citations

... Kulkarni et al. (2007) construct a vision graph using a Monte Carlo feature matching technique with a geometric model component, and demonstrate its use in duty cycling and triggered wake-up. Mavrinac and Chen (2011) propose a coverage hypergraph derived directly from their geometric coverage model, and apply it to the optimization of load distribution using a parallel machine scheduling algorithm. Table 2 compares the nature and properties of a selection of topological coverage overlap models from the literature, grouped by application (indicated in the first column). ...
... Kulkarni et al. (2007) model the full k-overlap topology of the camera network, although they do not explicitly formalize this model in a hypergraph representation or use any combinatorial techniques. Mavrinac and Chen (2011) present an explicit hypergraph representation of k-overlap topology, with an initial scheduling application using a combinatorial algorithm. ...
... Both describe methods of handling non-uniform spatial distributions of reference points. Mavrinac and Chen (2011) theoretically use the volume of intersection between k cameras' geometric coverage models to weight hyperedges, but in practice, the required polytope intersection procedure is NP-hard, so they use a uniform distribution of points to compute a discrete approximation. ...
Article
Full-text available
Modeling the coverage of a sensor network is an important step in a number of design and optimization techniques. The nature of vision sensors presents unique challenges in deriving such models for camera networks. A comprehensive survey of geometric and topological coverage models for camera networks from the literature is presented. The models are analyzed and compared in the context of their intended applications, and from this treatment the properties of a hypothetical inclusively general model of each type are derived.
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Conference Paper
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