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Hessian and concavity of mutual information, differential entropy, and entropy power in linear vector Gaussian channels

机译：线性向量高斯信道中的Hessian和互信息，微分熵和熵权的凹度

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Miquel Payaró; Daniel P. Palomar; Senior Member;
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年度 2009
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专利

1. Hessian and Concavity of Mutual Information, Differential Entropy, and Entropy Power in Linear Vector Gaussian Channels [J] . Payaro M., Palomar D. P. Information Theory, IEEE Transactions on . 2009,第8期

机译：线性矢量高斯通道中互信息，微分熵和熵幂的黑森和凹性
2. Simple proof of the concavity of the entropy power with respect to added Gaussian noise [J] . Dembo A. IEEE Transactions on Information Theory . 1989,第4期

机译：关于增加的高斯噪声的熵幂凹度的简单证明
3. Gradient of mutual information in linear vector Gaussian channels [J] . Palomar D.P., Verdu S. IEEE Transactions on Information Theory . 2006,第1期

机译：线性向量高斯信道中互信息的梯度
4. Entropy-driven optimization dynamics for Gaussian vector multiple access channels [C] . Mertikopoulos Panayotis, Moustakas Aris L. 2013 IEEE International Conference on Communications Workshops . 2013

机译：高斯矢量多路访问信道的熵驱动优化动力学
5. Metric Entropy and Nonlinear Partial Differential Equations [D] . Dutta, Prerona. 2021

机译：公制熵和非线性偏微分方程
6. Gaussian Optimality for Derivatives of Differential Entropy Using Linear Matrix Inequalities [O] . Xiaobing Zhang, Venkat Anantharam, Yanlin Geng 2018

机译：使用线性矩阵不等式的差分熵衍生物的高斯最优性
7. Hessian and Concavity of Mutual Information, Differential Entropy, and Entropy Power in Linear Vector Gaussian Channels [O] . Payaro Miquel, Palomar Daniel P. 2009

机译：线性矢量高斯通道中互信息，微分熵和熵幂的黑森和凹性
8. Simple Proof of the Concavity of the Entropy Power with Respect to Added Gaussian Noise. [R] . Dembo, A. 1989

机译：关于加入高斯噪声的熵权凹度的简单证明。

Hessian and concavity of mutual information, differential entropy, and entropy power in linear vector Gaussian channels

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