Commutative Algebra Methods for Coding Theory
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Beschreibung
This book aims to be a comprehensive treatise on the interactions between Coding Theory and Commutative Algebra. With the help of a multitude of examples, it expands and systematizes the known and versatile commutative algebraic framework used, since the early 90’s, to study linear codes. The book provides the necessary background for the reader to advance with similar research on coding theory topics from commutative algebraic perspectives.
Autor*in
Ştefan Ovidiu I. Tohăneanu
Themen in »Commutative Algebra Methods for Coding Theory«
Mindestabstand Dimension eines Ideals Duale lineare Formen Bewertungscode Minimum distance height of an ideal dual linear forms fat points evaluation code socle degree.