Publications associées à Finite length analysis of LT codes

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Sampling High-Dimensional Bandlimited Fields on Low-Dimensional Manifolds

Martin Vetterli, Jayakrishnan Unnikrishnan

Consider the task of sampling and reconstructing a bandlimited spatial field in

\Re^2

using moving sensors that take measurements along their path. It is inexpensive to increase the sampling rate along the paths of the sensors but more expensive to incre ...

Institute of Electrical and Electronics Engineers2013

Finite length analysis of LT codes

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Tuning the length dispersion of multi-walled carbon nanotubes by ball milling

Linear Bayesian Reinforcement Learning

Low-energy non-linear excitations in sphere packings

On the rate of convergence in the martingale central limit theorem

Discussion of three definitions of spatial justice in the writing of Jacques Lévy

On the distribution of urban road space for multimodal congested networks

Assessment of Ecological Importance and Anthropogenic Change of Subaquatic Springs in Ancient Lake Ohrid

Sampling High-Dimensional Bandlimited Fields on Low-Dimensional Manifolds

On the Convergence Speed of Spatially Coupled LDPC Ensembles

Salix response to different flow regimes in controlled experiments: first results

Linear Bayesian Reinforcement Learning

Discussion of three definitions of spatial justice in the writing of Jacques Lévy

On the Convergence Speed of Spatially Coupled LDPC Ensembles

Assessment of Ecological Importance and Anthropogenic Change of Subaquatic Springs in Ancient Lake Ohrid

Sampling High-Dimensional Bandlimited Fields on Low-Dimensional Manifolds

Salix response to different flow regimes in controlled experiments: first results

Tuning the length dispersion of multi-walled carbon nanotubes by ball milling

Low-energy non-linear excitations in sphere packings

On the rate of convergence in the martingale central limit theorem

On the distribution of urban road space for multimodal congested networks