An Efficient Sampling Alternative for Big Data Aggregation

by Sabrina I. Pacifici on December 30, 2012

Data Interpolation – An Efficient Sampling Alternative for Big Data Aggregation (Technical Report) Hadassa Daltrophe, Shlomi Dolevy, Zvi Lotkerz. October 12, 2012

  • “Given a large set of measurement sensor data, in order to identify a simple function that captures the essence of the data gathered by the sensors, we suggest representing the data by (spatial) functions, in particular by polynomials. Given a (sampled) set of values, we interpolate the datapoints to defi ne a polynomial that would represent the data. The interpolation is challenging, since in practice the data can be noisy and even Byzantine, where the Byzantine data represents an adversarial value that is not limited to being close to the correct measured data. We present two solutions, one that extends the Welch Berlekamp technique in the case of multidimensional data, and copes with discrete noise and Byzantine data, and the other based on Arora and Khot techniques, extending them in the case of multidimensional noisy and Byzantine data.”
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