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We take a new look at the issue of network capacity. It is shown that network coding is an essential ingredient in achieving the capacity of a network.
Jan 21, 2010 · The subspace metric is an object of active research in network coding. Nevertheless, little is known on codes over this metric.
Abstract— This paper discusses the relation between network coding, (classical) algebraic coding, and net- work error correction. In the first part, ...
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We take a new look at the issue of network capacity. It is shown that network coding is an essential ingredient in achieving the capacity of a network.
The construction of special codes for the multicast network coding problem is rather easy. From the proof of Theorem 4, it is clear that we are given a ...
Oct 22, 2024 · The network coding paradigm considers information transmission through a network, from an input node to one or several output nodes, where inner ...
Sphere covering. - Geometric properties (volumes of balls and their intersections). - Bounds and constructions. - Covering radius of known codes.
We present a new framework for studying networks and their capacity. Our framework, based on algebraic methods, is surprisingly simple and effective.
We take a new look at the issue of network capacity. It is shown that network coding is an essential ingredient in achieving the capacity of a network.
This dissertation is devoted to the study of algebraic codes proposed for error control in random linear network coding, namely rank metric codes, ...