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Existence of Perfect 4-Deletion-Correcting Codes with ...
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由 N Shalaby 著作2002被引用 25 次 — By a T *(2, k, v)-code we mean a perfect4-deletion-correcting code of length 6 over an alphabet of size v, which is capable of correcting anycombination of ...
Existence of Perfect 4-Deletion-Correcting Codes with Length Six
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By a T *(2, k, v)-code we mean a perfect4-deletion-correcting code of length 6 over an alphabet of size v, which is capable of correcting anycombination of ...
Existence of Perfect 4-Deletion-Correcting Codes with Length Six
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Abstract: By a Ta(2, k, v)-code we mean a perfect 4-deletion-correcting code of length 6 over an alphabet of size v, which is capable of correcting any ...
Existence of Perfect 4-Deletion-Correcting Codes with Length Six.
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Nabil Shalaby, Jianmin Wang, Jianxing Yin: Existence of Perfect 4-Deletion-Correcting Codes with Length Six. Des. Codes Cryptogr. 27(1-2): 145-156 (2002).
The Existence of the Perfect Deletion Code with Mixed Length {4, ...
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In particular, for v ≥ 4 and v ∉ {8, 9, 14}, there exists a perfect deletion error-correcting code with parameters T{2, {4, 5, 6}, v}.
Volume 27, Issue 1-2 | Designs, Codes and Cryptography
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Ranks of q-Ary 1-Perfect Codes. Kevin T. Phelps; Mercè Villanueva. OriginalPaper Pages: 139 - 144. Existence of Perfect 4-Deletion-Correcting Codes with Length ...
arXiv:2111.14026v1 [cs.IT] 28 Nov 2021
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由 S Liu 著作2021被引用 16 次 — Yin, Existence of perfect 4-deletion-correcting codes with length six,. Design Code Cryptogr, vol. 27, pp. 145-156, 2002. [25] N. J. A. ...
On perfect deletion-correcting codes
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Existence of Perfect 4-Deletion-Correcting Codes with Length Six. Designs, Codes and Cryptography, 2002. A Combinatorial Construction for Perfect Deletion ...
On perfect deletion‐correcting codes - Klein - 2004
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由 A Klein 著作2004被引用 19 次 — In this article, we present constructions for perfect deletion-correcting codes. The first construction uses perfect deletion-correcting ...
Some combinatorial constructions for optimal perfect deletion- ...
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Existence of Perfect 4-Deletion-Correcting Codes with Length Six. Article. Jan 2002. Nabil Shalaby · Jianmin Wang · Jianxing Yin. By a T *(2, k, v)-code ...