Results 61 to 70 of about 168,087 (140)

On maximum distance separable group codes with complementary duals

CoRR, 2018
9 pages, 1 ...
Saikat Roy, Satya Bagchi
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Cyclotomic Classes in a Product of Finite Abelian Groups and Applications

Journal of Mathematics
Cyclotomic classes of finite abelian groups have been extensively investigated for many decades, largely because of their nice algebraic structure and the breadth of their theoretical and practical applications.
Somphong Jitman
doaj   +1 more source

Semi-supervised segmentation of abdominal organs and liver tumor: uncertainty rectified curriculum labeling meets X-fuse

Machine Learning: Science and Technology
Precise liver tumors and associated organ segmentation hold immense value for surgical and radiological intervention, enabling anatomical localization for pre-operative planning and intra-operative guidance.
Pengju Lyu, Wenjian Liu, Tingyi Lin, Jie Zhang, Yao Liu, Cheng Wang, Jianjun Zhu   +6 more
doaj   +1 more source

Extremal Self-Dual Codes and Linear Complementary Dual Codes from Double Circulant Codes

CoRR
This paper explores extremal self-dual double circulant (DC) codes and linear complementary dual (LCD) codes of arbitrary length over the Galois field $\mathbb F_2$. We establish the sufficient and necessary conditions for DC codes and bordered DC codes to be self-dual and identify the conditions for self-dual DC codes of length up to 44 to be extremal
Wenyu Han, Tongjiang Yan, Ming Yan
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Strategies used for childhood chronic functional constipation: the SUCCESS evidence synthesis

Health Technology Assessment
Background Up to 30% of children have constipation at some stage in their life. Although often short-lived, in one-third of children it progresses to chronic functional constipation, potentially with overflow incontinence.
Alex Todhunter-Brown, Lorna Booth, Pauline Campbell, Brenda Cheer, Julie Cowie, Andrew Elders, Suzanne Hagen, Karen Jankulak, Helen Mason, Clare Millington, Margaret Ogden, Charlotte Paterson, Davina Richardson, Debs Smith, Jonathan Sutcliffe, Katie Thomson, Claire Torrens, Doreen McClurg   +17 more
doaj   +1 more source

Linear complementary dual, maximum distance separable codes

CoRR, 2019
Small changes from previous ...
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Complementary Dual Subfield Linear Codes Over Finite Fields

CoRR, 2016
Two families of complementary codes over finite fields $\mathbb{F}_q$ are studied, where $q=r^2$ is square: i) Hermitian complementary dual linear codes, and ii) trace Hermitian complementary dual subfield linear codes. Necessary and sufficient conditions for a linear code (resp., a subfield linear code) to be Hermitian complementary dual (resp., trace
Kriangkrai Boonniyom, Somphong Jitman
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Linear codes with complementary duals meet the Gilbert–Varshamov bound

Discrete Mathematics, 2004
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Linear Complementary Dual Codes Constructed from Reinforcement Learning

Journal of Systems Science and Complexity
Recently, Linear Complementary Dual (LCD) codes have garnered substantial interest within coding theory research due to their diverse applications and favorable attributes. This paper directs its attention to the construction of binary and ternary LCD codes leveraging curiosity-driven reinforcement learning (RL).
Yansheng Wu, Jin Ma, Shangdong Yang
openaire   +3 more sources

On Z2Z4-additive complementary dual codes and related LCD codes

, 2020
Linear complementary dual codes were defined by Massey in 1992, and were used to give an optimum linear coding solution for the two user binary adder channel. In this paper, we define the analog of LCD codes over fields in the ambient space with mixed binary and quaternary alphabets.
Benbelkacem, N., Dougherty, Steven T., Fernández Córdoba, Cristina   +2 more
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