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|Title:||Macwilliams' Identity For Metrics Determined By Directed Graphs|
Roberto Assis; Firer
|Abstract:||Considering metrics based on finite directed graph, introduced by Etzion and Firer, we characterize the graphs such that every linear code admits a G-canonical decomposition. This decomposition will play an important role in this work, since it will be the main tool to give a sufficient condition for a finite directed graph to satisfy both the MacWilliams Identity and the MacWilliams Extension Property.|
|Appears in Collections:||Unicamp - Artigos e Outros Documentos|
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