Linear code: Difference between revisions

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==Properties==
 
By virtue of the fact that the code is a [[subspace]] of ''F''<sup>''n''</sup>, the sum ''c<sub>1</sub> + c<sub>2</sub>'' of two codewords in ''C'' is also a codeword (ie an [[element (mathematics)|element]] of the subspace ''C''). This definition also allows the entire code (which may be very large) to be represented as the [[span (linear algegraalgebra)|span]] of a minimal set of codewords (known as a [[basis (linear algebra)|basis]] in [[linear algebra]] terms). These basis codewords are often collated in the rows of a matrix known as a ''generating matrix'' for the code ''C''.
 
 
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==See also:==
 
[[Code]]