Robin givens randolph macon

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Weizhen Mao chairDr. We find the size of mixed-weight OLD-sets in paths and cycles for weights 1 and 2. We also extend our results for mixed-weight OLD-sets in random graphs to random geometric graphs by estimating the probabilistic upper bound for the size of the set. For this work, we begin with a study of OLD-sets in circulant graphs. Her research interests include graph theory and algorithms. She is advised by Dr.

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  • Robin Givens, Ph.D. Education: Ph.D., Computer Science, The College of William and Mary; M.S., Computer Science, The College of William and Mary; B.S.

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    [PAST EVENT] Robin M. Givens, Computer Science - Ph.D. Defense Science Department at Randolph-Macon College in the fall of Check out Assistant Professor profiles at Randolph Macon College, job listings & salaries. Review & learn skills to be Robin Givens ยท View profile. show above.
    We also extend our results for mixed-weight OLD-sets in random graphs to random geometric graphs by estimating the probabilistic upper bound for the size of the set.

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    The detection and location of issues in a network is a common problem encompassing a wide variety of research areas. Create an Event Log In. Robin received a B. We show that the decision problem for the minimum mixed-weight OLD-set, for any weights up to positive integer d, is NP-complete.

    Weizhen Mao chairDr. Location detection problems have been studied for wireless sensor networks WSNs and environmental monitoring, microprocessor fault detection, public utility contamination, and finding intruders in buildings.

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    Robin givens randolph macon
    Modeling these systems as a graph, we want to find the smallest subset of nodes that, when sensors are placed at those locations, can detect and locate any anomalies that arise.

    Givens is a Ph. She is advised by Dr. Weizhen Mao chairDr. Finally, we build and study an integer linear program to solve for mixed-weight OLD-sets and use greedy algorithms to generate mixed-weight OLD-set estimates in random geometric graphs. Givens, Computer Science - Ph.

    1st Robin M. Givens. Dept. of Computer Science.

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    Randolph-Macon College. Ashland, Virginia robingivens@ 2nd Rex K.

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    Kincaid. Dept. of Mathematics.

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    Christine Argus, Randolph-Macon College Award, $6, Michael Givens, Kappa Alpha Phi Fraternity, Alumni Chapter, $; Le Cercle Kristina Downs, Rebekah Nolan, Robyn O'Neal, Melissa Bartlett and Jennifer.

    Hartig ~I~; Ms.

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    Katherine Givens Hollingsworth; Annie Lou Dearborn Holton . Margaret Decker Cummins ~I~; Robin Chambers Dixon; Marsha Mehring.
    Defense May 11, We show that the decision problem for the minimum mixed-weight OLD-set, for any weights up to positive integer d, is NP-complete.

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    She is advised by Dr. Finally, we build and study an integer linear program to solve for mixed-weight OLD-sets and use greedy algorithms to generate mixed-weight OLD-set estimates in random geometric graphs.

    We consider mixed-weight OLD-sets in random graphs by providing probabilistic bounds on the size of the mixed-weight OLD-set and use simulation to reinforce the theoretical results. This is a novel approach to the study of location detection problems.

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    Gexin Yu, and Dr. Her research interests include graph theory and algorithms.

    We find the size of mixed-weight OLD-sets in paths and cycles for weights 1 and 2.

    [PAST EVENT] Robin M. Givens, Computer Science Ph.D. Defense Computer Science Events

    Weizhen Mao chairDr. Finally, we build and study an integer linear program to solve for mixed-weight OLD-sets and use greedy algorithms to generate mixed-weight OLD-set estimates in random geometric graphs. Location detection problems have been studied for wireless sensor networks WSNs and environmental monitoring, microprocessor fault detection, public utility contamination, and finding intruders in buildings.

    images robin givens randolph macon

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    3 thoughts on “Robin givens randolph macon

    1. We show that the decision problem for the minimum mixed-weight OLD-set, for any weights up to positive integer d, is NP-complete.

    2. One type of set that solves this problem is the open locating-dominating set OLD-seta set of nodes that forms a unique and nonempty neighborhood with every node in the graph. Weizhen Mao chairDr.