×
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.
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.
People also ask
Abstract— This paper discusses the relation between network coding, (classical) algebraic coding, and net- work error correction. In the first part, ...
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.
The workshop focused on five central and timely themes in mathematical coding theory: locally recoverable codes, rank-metric codes, code-based cryptography, ...
For multicast connections, linear codes are not a restrictive assumption, since all achievable connections can be achieved using linear codes. Moreover, coding ...