The nonexistence of an additive quaternary [15, 5, 9]-code
© 2015 Elsevier Inc. All rights reserved. We show that no additive [15,5,9]4-code exists. As a consequence the largest dimension k such that an additive quaternary [15,k,9]4-code exists is k=4.5.
Finite Fields and their Applications
The nonexistence of an additive quaternary [15, 5, 9]-code.
Finite Fields and their Applications,
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