The sum mutual information of independent parallel Gaussian- noise channels is maximized, under an aggregate power constraint, by independent Gaussian inputs whose power is allocated according to t
In this paper, we determine the optimum power allocation to maximize the weighted sum rate assuming a ZF precoder under a PAPC.
Simple quantization 1 - 3 has been and continues to be a popular method of digitizing analog signals.
The problem of optimum reception of binary Gaussian signals is to specify, in terms of the received waveform, a scheme for deciding between two alternative covariance functions with minimum error p
Suppose the received waveform x(t) observed during the interval 0 ^ t ^ 1 is the sample function of a Gaussian process, whose mean and covariance functions are either mo(t) and ro(s,t) or mi{t) and
Optimum Reception of Digital Data Signals in the Presence of Timing-Phase Hits By D. D. FALCONER and R. D.
Before we formulate the general problem of optimum reception of M-ary signals in noise, let us review a simplified version of the classical problem: optimum reception of M-ary sure signals in Gauss
As is well known, multimode optical-fiber waveguides with graded refractive-index profiles can have appreciably lower mode dispersion than fibers with a step index profile for the same modal conten
H E R E is very little published data in regard to the change in reverberation time with frequency in auditoriums which a r c considered near ideal.
The segments in a solution describe the beam positions and widths, projected on one side of the wafer, and the given intervals correspond to particularly sensitive regions on the layout mask, each
