Technology > Multiscaled Actuated Sensing > Computational Sensing Using Coordinated Modeling and Sensing
Miodrag Potkonjak
Our goal is development of conceptually new approach for computational sensing. Computational sensing is emerging scientific and engineering field that can be defined as process of extraction, analysis and use of knowledge about the instrumented environment and sensed phenomena. Examples include event and anomaly detection, trends tracking, reverse engineering of environment and physical, chemical, and biological laws, identification of actual and virtual sources of excitation, hypothesis checking-driven deployment, causality identification, and generalization of knowledge obtain in multiple environments. Sensing is not just the ultimate objective of embedded sensor networks, but also powerful enabler and facilitator for many sensor network tasks such as deployment and sampling rate determination.
We are currently building foundations for addressing sensing problems by coordinated formulation and use of experiments, modeling, simulation, and decision making procedures. Coordinated development and use of non-parametric statistical models, combinatorial and continuous optimization algorithms, and mathematical logic will provide techniques and tools for creating and evaluating testing sensing procedures. Our immediate specific targets are rain and wind identification and prediction, hypothesis checking-driven deployment, and soil structure reverse engineering.
We propose introduction of embedded sensing models where each sensor in mapped to a node of a graph embedded in N-dimensional space in such a way that the distance between to nodes is proportional to ability to predict corresponding sensors from each other. The graph is dynamic in a sense that as prediction accuracy is changing, the structure and topology of the embedding is altered. We plan to conduct embedding using our already developed location discovery procedures. The number of used dimensions, N, will be selected in such way that discrepancy between the measured and imposed distances that correspond to prediction errors is minimized. Note that we can use information about sensors of different modalities and can even incorporate the information about the quality of multi-hop wireless communication. The embedded graph can rapidly answer many questions including ones about obstacles and location of virtual sources of excitations and correlation between sensors of different modalities. We plan to develop algorithms and software that will answer common and important queries about sensed phenomenon and the instrumented environment.
The traditional way to identify important variables (that correspond to sensors in embedded sensor networks) is the application of principal component analysis. However, principal component analysis is looking for linear relationship between variables and minimizes a specific error norm. In order to overcome these limitations, more recently proposed independent component analysis (ICA) has been proposed. Nevertheless, ICA is still subject to strong set of assumption. In order to develop a non-parametric for identifying essential variables and discovery mutual relationship between the variables, we propose to employ powerful optimal and heuristic techniques. Specifically, we plan to create combinatorial independent component analysis (CICA) approach for discovery of essential variables and most accurate relationship between variables.
Finally, we have been developing ideal types-based simulation. The idea is to conduct a large number of simulations of different soil structures. Each structure will be subject to many different initial conditions and patterns of watering. Using statistical methods, our goal is to find a small number of structures and initial conditions such that any other soil structure and initial conditions are behaving similarly under all patterns of watering. These idea types of structures are consequently used as starting pints for identifying actual structure by comparing their measured values with the corresponding values in simulations of the initial ideal candidates (types).
The main task is to build link between simulation and a few already collected or currently collected data sets. Specific target is soil contamination project. The practical logistic objective is to enable and demonstrate quantitatively better deployment of CENS systems developed by other projects.
We plan to address the following computational sensing problems.
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