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Estimating Distribution Functions with Smoothing Splines

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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

Estimating Distribution Functions with Smoothing Splines

Graph Chatbot

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Fusing Loop Detector and Probe Vehicle Data to Estimate Travel Time Statistics on Signalized Urban Networks

A tight bound on the performance of a minimal-delay joint source-channel coding scheme

Distributed Karhunen-Loeve Transform With Nested Subspaces

Sound Field Analysis Along a Circle and its Application to HRTF Interpolation

Asymmetric Gaussian Multiple Descriptions and Asymmetric Multilevel Diversity Coding

Understanding the simulation of mobility models with Palm calculus

Data-Driven Controller Tuning Using Frequency Domain Specifications

Validation of the performance of a new bidirectional video-goniophotometer

Variational Image Reconstruction from Arbitrarily Spaced Samples: A Fast Multiresolution Spline Solution

Generalized Smoothing Splines and the Optimal Discretization of the Wiener Filter

Distributed Karhunen-Loeve Transform With Nested Subspaces

Sound Field Analysis Along a Circle and its Application to HRTF Interpolation

Validation of the performance of a new bidirectional video-goniophotometer

Asymmetric Gaussian Multiple Descriptions and Asymmetric Multilevel Diversity Coding

Fusing Loop Detector and Probe Vehicle Data to Estimate Travel Time Statistics on Signalized Urban Networks

Generalized Smoothing Splines and the Optimal Discretization of the Wiener Filter

A tight bound on the performance of a minimal-delay joint source-channel coding scheme

Understanding the simulation of mobility models with Palm calculus

Data-Driven Controller Tuning Using Frequency Domain Specifications

Variational Image Reconstruction from Arbitrarily Spaced Samples: A Fast Multiresolution Spline Solution