We present a computational procedure for generating formally orthogonal polynomials associated with a given bilinear Hankel form with rectangular matrix-valued moments.
We present a computational procedure for generating formally orthogonal polynomials associated with a given bilinear Hankel form with rectangular matrix-valued moments.
Rayleigh-Benard convection represents a "simple" flow whose complexity is easily regulated. A Rayleigh-Benard cell consists of a fluid layer confined between two horizontal conductive plates.
Robust computational techniques are presented for steady-state characterization of CMOS latchup via numerical device simulation.
Symmetric, n-way power dividers have the advantage of giving neither amplitude nor phase power-division unbalance at all frequencies.
The Non-Central Chi-Square Distribution is encountered in manystatistical problems, one of the most important in communications studies being the detection of signals in noise using a square-law de
A computer program has been produced for the computation of urban trunking networks with alternate routing.
We consider the problem of distributed computation of a target function over a multiple-access channel.
We study some computational aspects of determining optical flow. Following the regularization method, we show the existence and the uniqueness of the discrete smoothing spine.
In this chapter, we present an overview of the numerical techniques used to solve the coupled system of nonlinear partial differential equations that model the behavior of semiconductor devices.
