Convolution Quadrature: A numerical technique that discretises convolution integrals by utilising the Laplace transform, thus permitting stable and accurate time-stepping in wave propagation problems.

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 ...

A unified way of obtaining stationary time series models with the univariate margins in the convolution-closed infinitely divisible class is presented. Special cases include gamma, inverse Gaussian, ...

In a lecture example, we used the convolution integral approach to study the response of an undamped oscillator excited by the rectangular pulse shown below. Here we will apply the graphical ...

It involves a system and method for performing convolution in a single channel of a vector processing computer system takes advantage of the parallel computing capability of the vector processing ...