A linear code can be thought of as a vector matroid represented by the columns of code's generator matrix; a well-known result in this context is Greene's theorem on a connection of the weight poly
We construct local piecewise polynomial dual bases for standard Lagrange finite element spaces which themselves provide maximal polynomial reproduction.
With increasing interest in energy constrained multi-hop wireless networks [2], a fundamental problem is one of determining energy efficient communication strategies over these multi-hop networks.
Recently, it has been shown that spectral optimization in copper access networks can significantly reduce the transmit power required, resulting in significant reductions in the line driver power c
This paper is concerned with the problem of estimating the current value, Xn, of a discrete-time stationary stochastic process given the k previous values, X,,-u Xn-2, · · ·, Xn-k.
The functional efficiency of cloud solutions depends on their responsive allocation of processing resources to individual tasks according to their predefined completion time.
Predictive quantizing schemes employ prediction to exploit the inherent redundancy of input signals; the difference between the actual sample of an input signal and its estimate is quantized and tr
In advanced time-division multiple-access (TDMA) mobile communications systems, reduced-state equalization algorithms have to be employed because high-level modulation is used in order to improves
This paper presents a study on uplink capacity of an LTE public safety network supporting video surveillance in order to assist first responders when they need to visualize remotely a critical area
The limit of spectral efficiency is derived numerically for second and third order soliton pulses considering phase modulation of the spectral amplitudes.
