Search Results - "Ariaei F"

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  1. 1

    Upper bound on scaled Gromov-hyperbolic δ by Jonckheere, E.A., Lohsoonthorn, P., Ariaei, F.

    Published in Applied mathematics and computation (01-09-2007)
    “…The Gromov-hyperbolic δ or “fatness” of a hyperbolic geodesic triangle, defined to be the infimum of the perimeters of all inscribed triangles, is given an…”
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    Journal Article
  2. 2

    Curvature of Indoor Sensor Network: Clustering Coefficient by Ariaei, F., Lou, M., Jonckheere, E., Krishnamachari, B., Zuniga, M.

    “…We investigate the geometric properties of the communication graph in realistic low-power wireless networks. In particular, we explore the concept of the…”
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    Journal Article
  3. 3

    Curvature of Indoor Sensor Network: Clustering Coefficient by Ariaei, F, Lou, M, Jonckheere, E, Krishnamachari, B, Zuniga, M

    “…We investigate the geometric properties of the communication graph in realistic low-power wireless networks. In particular, we explore the concept of the…”
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    Journal Article
  4. 4

    Curvature of Indoor Sensor Network: Clustering Coefficient by Ariaei F, Lou M, Jonckheere E, Krishnamachari B, Zuniga M

    “…Abstract We investigate the geometric properties of the communication graph in realistic low-power wireless networks. In particular, we explore the concept of…”
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    Journal Article
  5. 5

    Cooperative "curvature-driven" control of mobile autonomous sensor agent network by Ariaei, F., Jonckheere, E.

    “…We present a stable, real time, curvature-driven, control strategy for a network of mobile autonomous sensing agents to move and reconfigure cooperatively in…”
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    Conference Proceeding
  6. 6

    LDV approach to circular trajectory tracking of the underactuated hovercraft model by Ariaei, F., Jonckheere, E.

    Published in 2006 American Control Conference (2006)
    “…This paper shows that circular trajectory tracking of an underactuated hovercraft vehicle can be achieved by linear dynamically varying (LDV) techniques. LDV…”
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    Conference Proceeding
  7. 7

    Tracking Trojan asteroids in periodic and quasi-periodic orbits around the Jupiter Lagrange points using LDV techniques by Ariaei, F., Jonckheere, E., Bohacek, S.

    “…Linear dynamically varying (LDV) control is a technique for getting a natural (nonlinear, possibly chaotic) trajectory and a perturbed trajectory…”
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    Conference Proceeding
  8. 8

    Kolmogorov-sinai causality in chaotically intertwined dynamics: A heart rate variability case study by Ariaei, F., Jonckheere, E., Stuppy, W.P., Callahan, T.S.

    “…When a system with a traditional u/y input/output pair is embedded in a complex environment, the relative role of the input and the output becomes…”
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    Conference Proceeding