summary:We establish the optimal quantization problem for probabilities under constrained Rényi-$\alpha$-entropy of the quantizers. We determine the optimal quantizers and the optimal quantization error of one-dimensional uniform distributions including the known special cases $\alpha = 0$ (restricted codebook size) and $\alpha = 1$ (restricted Shannon entropy)
In this paper, the problem of optimal quantization is solved for uniform distributions on some highe...
We introduce a universal quantization scheme based on random coding, and we analyze its performance....
Zador’s classic result for the asymptotic high-rate behavior of entropy-constrained vector quantizat...
summary:We establish the optimal quantization problem for probabilities under constrained Rényi-$\al...
We establish the optimal quantization problem for probabilities under constrained Rényi-α-entropy of...
The aim of this research is to investigate source coding, the representation of information source o...
The aim of this research is to investigate source coding, the representation of information source o...
The nearest neighbor condition implies that when searching for a mean-square optimal fixed-rate qua...
The nonnegativity of relative entropy implies that the differential entropy of a random vector X wi...
We consider optimal scalar quantization with $r$th power distortion and constrained R\'enyi entropy ...
In this paper, with respect to a family of constraints for a uniform probability distribution we det...
A method for coding a source modeled by an infinite Gaussian mixture distribution is proposed. The s...
Abstract: The optimal Entropy Constrained Scalar Quantizer (ECSQ) gives the best possible rate-disto...
In this paper, an optimal entropy-constrained non-uniform scalar quantizer is proposed for the pixel...
Properties of scalar quantization with $r$th power distortion and constrained R\'enyi entropy of ord...
In this paper, the problem of optimal quantization is solved for uniform distributions on some highe...
We introduce a universal quantization scheme based on random coding, and we analyze its performance....
Zador’s classic result for the asymptotic high-rate behavior of entropy-constrained vector quantizat...
summary:We establish the optimal quantization problem for probabilities under constrained Rényi-$\al...
We establish the optimal quantization problem for probabilities under constrained Rényi-α-entropy of...
The aim of this research is to investigate source coding, the representation of information source o...
The aim of this research is to investigate source coding, the representation of information source o...
The nearest neighbor condition implies that when searching for a mean-square optimal fixed-rate qua...
The nonnegativity of relative entropy implies that the differential entropy of a random vector X wi...
We consider optimal scalar quantization with $r$th power distortion and constrained R\'enyi entropy ...
In this paper, with respect to a family of constraints for a uniform probability distribution we det...
A method for coding a source modeled by an infinite Gaussian mixture distribution is proposed. The s...
Abstract: The optimal Entropy Constrained Scalar Quantizer (ECSQ) gives the best possible rate-disto...
In this paper, an optimal entropy-constrained non-uniform scalar quantizer is proposed for the pixel...
Properties of scalar quantization with $r$th power distortion and constrained R\'enyi entropy of ord...
In this paper, the problem of optimal quantization is solved for uniform distributions on some highe...
We introduce a universal quantization scheme based on random coding, and we analyze its performance....
Zador’s classic result for the asymptotic high-rate behavior of entropy-constrained vector quantizat...