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Remote Source Coding Under Gaussian Noise: Dueling Roles of Power and Entropy Power

Publications associées (38)

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Asymmetric Gaussian Multiple Descriptions and Asymmetric Multilevel Diversity Coding

Suhas Diggavi

We consider multiple description source coding problem with Gaussian source and mean squared error, for

K=3

descriptions. We obtain an outer bound for the rate region of the problem. We also derive an inner bound for the problem based on successively ref ...

2007

Remote Source Coding Under Gaussian Noise: Dueling Roles of Power and Entropy Power

Graph Chatbot

Chattez avec Graph Search

Linear Compressive Networks

Quantum distillation: Dynamical generation of low-entropy states of strongly correlated fermions in an optical lattice

Quasisteady and steady states in global gyrokinetic particle-in-cell simulations

Quasi-steady and steady states in global gyrokinetic particle-in-cell simulations

Uncoded Transmission Is Exactly Optimal for a Simple Gaussian "Sensor" Network

Uncoded transmission is exactly optimal for a simple Gaussian sensor network

On Properties of the Minimum Entropy Sub-tree to Compute Lower Bounds on the Partition Function

Asymmetric Gaussian Multiple Descriptions and Asymmetric Multilevel Diversity Coding

Hierarchical wavelet modelling of environmental sensor data

The Wyner-Ziv Problem with Noisy Side-Information at the Encoder

The Wyner-Ziv Problem with Noisy Side-Information at the Encoder

Linear Compressive Networks

Asymmetric Gaussian Multiple Descriptions and Asymmetric Multilevel Diversity Coding

Uncoded transmission is exactly optimal for a simple Gaussian sensor network

Uncoded Transmission Is Exactly Optimal for a Simple Gaussian "Sensor" Network

Hierarchical wavelet modelling of environmental sensor data

Quantum distillation: Dynamical generation of low-entropy states of strongly correlated fermions in an optical lattice

Quasi-steady and steady states in global gyrokinetic particle-in-cell simulations

Quasisteady and steady states in global gyrokinetic particle-in-cell simulations

On Properties of the Minimum Entropy Sub-tree to Compute Lower Bounds on the Partition Function