The Extended Golay Codes as Ideals
Master thesis
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http://hdl.handle.net/11250/2433762Utgivelsesdato
2016Metadata
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Sammendrag
We define a multiplication on the ambient spaces of the extended binary and ternary Golay codes that results in these codes becoming left ideals in their ambient spaces.
We use fixed-point-free permutation groups to define the multiplication. We then investigate which different group structures that can be applied in this way, and test if they are also right ideals.