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Identifier	000397439
Title	Ακτίνα κάλυψης γραμμικών κωδίκων
Alternative Title	Covering radius of linear codes
Author	Μαυρογιάννη Αργυρώ
Thesis advisor	Γαρεφαλάκης, Θεόδουλος
Reviewer	Κουβιδάκης, Αλέξανδρος Λουκάκη, Μαρία
Abstract	This paper deals with the covering radius study of linear binary codes. The main characteristics of a code is the length , the dimension and weight. Added to this , and the covering radious R which is the maximal distance of any vector from the code. Then the norm of a code is set, its relation with the covering radious as well as the necessary condition in order to characterize a code as normal. Finally, the construction of the amalgamated (tempered) direct sum is shown, and becomes the study of dimension's length and the covering radious of it. iv
Language	Greek
Subject	Amalgamate direct sum
	Norm
	Normal codes
	Γραμμικός διαδικός κώδικας
	Κανονικός κώδικας
	Νόρμα
	Συγκερασμένο ευρύ άθροισμα
Issue date	2015-11-20
Collection	School/Department--School of Sciences and Engineering--Department of Mathematics--Post-graduate theses
	Type of Work--Post-graduate theses
Views	1083

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