A new, computationally efficient, algorithm for linear convolution is proposed. This algorithm uses an N point instead of the usual 2N-1 point circular convolution to produce a linear convolution of ...

This chapter contains sections titled: Introduction, The Convolution Theorem for Z-Transforms, Convolution and General Linear Time-Invariant Systems, Algebraic Properties of the General Convolution ...

PENNY J. DAVIES, DUGALD B DUNCAN, CONVOLUTION SPLINE APPROXIMATIONS FOR TIME DOMAIN BOUNDARY INTEGRAL EQUATIONS, The Journal of Integral Equations and Applications, Vol. 26, No. 3 (FALL 2014), pp. 369 ...

The Discrete Fourier Series. The discrete Fourier transform. Linear and Circular convolution. Computation of the discrete Fourier transform. Decimation-In-Time and Decimation-In-Frequency FFT ...

G. A. KARAGULYAN, ON THE SWEEPING OUT PROPERTY FOR CONVOLUTION OPERATORS OF DISCRETE MEASURES, Proceedings of the American Mathematical Society, Vol. 139, No. 7 (JULY 2011), pp. 2543-2552 ...