Title :
Situational Awareness for Dynamical Network Processes Using Incidental Measurements
Author :
Roy, Sandip ; Dhal, Rahul
Author_Institution :
Sch. of Electr. Eng. & Comput. Sci., Washington State Univ., Pullman, WA, USA
Abstract :
Increasingly, incidental sensing capabilities are being leveraged for wide-area situational awareness of complex network processes. For instance, sensors embedded on miners´ body suits are envisioned for sensing for chemical hazards, blog data is being used to track disease spread, and autonomous vehicle platforms can incidentally measure environmental conditions while engaging in mission tasks. This paper explores how sparse incidental measurements can be used in tandem with models for the network processes, to gain situational awareness. Specifically, we study reconstruction and forecasting of a network diffusion process by a single stochastically-transitioning observer (where the transition process is not necessarily Markov). Conditions are obtained on the observer´s transition model and the diffusion process, such that the process state (scene) can be recovered from the incidental-measurement sequence. Additionally, the minimum-variance scene estimator and its performance are characterized, when the measurements are subject to additive white Gaussian noise. Two illustrative examples are also developed. The formal analyses and examples indicate that incidental measurements can permit effective reconstruction of network processes under broad conditions, albeit with some delay and error cost.
Keywords :
AWGN; chemical hazards; chemical sensors; state estimation; wireless sensor networks; additive white Gaussian noise; chemical hazards; dynamical network processes; incidental measurements; minimum-variance scene estimator; network diffusion process; stochastically-transitioning observer; wide-area situational awareness; Diffusion processes; Mathematical model; Monitoring; Observers; Pollution measurement; Sensors; Time measurement; State estimation; ad hoc measurement paradigms; diffusion model; non-Markov processes; scene reconstruction;
Journal_Title :
Selected Topics in Signal Processing, IEEE Journal of
DOI :
10.1109/JSTSP.2014.2386287