Abstract — Communication channels that are characterized by additive Gaussian noise have been well studied. However, many practical systems are also known to experience non-Gaussian noise. A convenient method to analyse such systems is by modelling the non-Gaussian noise using Gaussian mixture densities. In this paper we compute the constellation constrained (CC) capacity of additive Gaussian mixture (GM) noise channels with finite input alphabets. We study a wide spectrum of GM densities covering single lobe, multi-lobe, symmetric tapering and asymmetric tapering densities. We show that the CC capacity of GM densities is larger than that of the Gaussian density of the same variance at low SNR values. This observation points at the drawback...
In this paper, different aspects of the bit-interleaved coded modulation (BICM) capacity for the Gau...
We evaluate the information capacity of channels for which the noise process is a Gaussian measure o...
In this paper, an achievability region and a converse region for the two-user Gaussian interference ...
AbstractCapacity is deremined for a class of communication channels containing additive noise. Gauss...
In this paper, the capacity of the additive white Gaussian noise (AWGN) channel, affected by time-va...
The capacity of multiple-input multiple-output additive white Gaussian noise channels is investigate...
Summarization: We derive a closed-form expression for the capacity of the additive-Gaussian-noise me...
A classical result in Information Theory states that the Gaussian noise is the worst-case additive n...
In wireless channels and many other channels, interference is a central phenomenon. Mitigating inter...
The capacity of a random-phase additive white Gaussian noise (AWGN) channel, referred to as noncoher...
International audienceIt is well known that the capacity region of an average transmit power constra...
We give upper and lower bounds of the capacity C(X) of a channel with additive noise X under a const...
Abstract—Denote by Cm(snr) the Gaussian channel capacity with signal-to-noise ratio snr and input ca...
An additive noise channel wherein the noise is described by a piecewise constant probability density...
In this paper, different aspects of the bit-interleaved coded modulation (BICM) capacity for the Gau...
In this paper, different aspects of the bit-interleaved coded modulation (BICM) capacity for the Gau...
We evaluate the information capacity of channels for which the noise process is a Gaussian measure o...
In this paper, an achievability region and a converse region for the two-user Gaussian interference ...
AbstractCapacity is deremined for a class of communication channels containing additive noise. Gauss...
In this paper, the capacity of the additive white Gaussian noise (AWGN) channel, affected by time-va...
The capacity of multiple-input multiple-output additive white Gaussian noise channels is investigate...
Summarization: We derive a closed-form expression for the capacity of the additive-Gaussian-noise me...
A classical result in Information Theory states that the Gaussian noise is the worst-case additive n...
In wireless channels and many other channels, interference is a central phenomenon. Mitigating inter...
The capacity of a random-phase additive white Gaussian noise (AWGN) channel, referred to as noncoher...
International audienceIt is well known that the capacity region of an average transmit power constra...
We give upper and lower bounds of the capacity C(X) of a channel with additive noise X under a const...
Abstract—Denote by Cm(snr) the Gaussian channel capacity with signal-to-noise ratio snr and input ca...
An additive noise channel wherein the noise is described by a piecewise constant probability density...
In this paper, different aspects of the bit-interleaved coded modulation (BICM) capacity for the Gau...
In this paper, different aspects of the bit-interleaved coded modulation (BICM) capacity for the Gau...
We evaluate the information capacity of channels for which the noise process is a Gaussian measure o...
In this paper, an achievability region and a converse region for the two-user Gaussian interference ...