EECS Publication
Numerically Stable Real-Number Codes Based on Random Matrices
Zizhong Chen and Jack Dongarra
Error correction codes defined over realnumber and complex-number fields have been studied and recognized as useful in many applications. However, most real-number and complex-number codes in literature are quite suspect in their numerical stability. In this paper, we introduce a class of numerically stable real-number and complex-number codes that are based on random generator matrices over real-number and complex-number fields.
Published 2004-06-09 04:00:00 as ut-cs-04-526 (ID:187)