Functional Tucker Approximation Using Chebyshev Interpolation

Design Algorithms for Doppler MTI and Filters (Using Chebyshev Approximation)

Swarm Interpolation Using an Approximate Chebyshev Distribution

In this paper, we describe a novel swarming framework that guides autonomous mobile sensors into a flexible arrangement to interpolate values of a field in an unknown region. The algorithm is devised so that the sensor distribution will behave like a Chebyshev distribution, which can be optimal for certain ideal geometries. The framework is designed to dynamically adjust to changes in the regio...

Design Algorithms for Doppler MTI and Filters (Using Chebyshev Approximation)

Approximation of ECG Signals using Chebyshev Polynomials

The ECG (Electrocardiogram) signal represents electrical activity of heart and is recorded for monitoring and diagnostic purpose. These signals are corrupted by artifacts during acquisition and transmission predominantly by high frequency noise due to power line interference, electrode movements, etc. Addition of these noise change the amplitude and shape of the ECG signal which affect accurate...

Some Architectures for Chebyshev Interpolation

Digital architectures for Chebyshev interpolation are explored and a variation which is word-serial in nature is proposed. These architectures are contrasted with equispaced system structures. Further, Chebyshev interpolation scheme is compared to the conventional equispaced interpolation vis-á-vis reconstruction error and relative number of samples. It is also shown that the use of a hybrid (o...