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Full Non-Binary Constant-Weight Codes
This paper presents the research results of mixed base number systems using binomial
representation of numbers. It also shows the investigated non-linear coding techniques with …
representation of numbers. It also shows the investigated non-linear coding techniques with …
A class of optimal p-ary codes from one-weight codes over Fp [u]
M Shi, S Zhu, S Yang - Journal of the Franklin Institute, 2013 - Elsevier
We characterize the structures and properties of one-homogeneous weight linear codes
[Formula: see text] over Fp [u]/〈 um〉 of type [Formula: see text] with one unique nonzero …
[Formula: see text] over Fp [u]/〈 um〉 of type [Formula: see text] with one unique nonzero …
[หนังสือ][B] Perfect codes and related structures
T Etzion - 2022 - World Scientific
Error-correcting codes were introduced to combat errors in communication channels,
storage devices, and other computerized systems. In each such system, the information may …
storage devices, and other computerized systems. In each such system, the information may …
Dynamic threshold schemes for multi-level non-volatile memories
In non-volatile memories, reading stored data is typically done through the use of
predetermined fixed thresholds. However, due to problems commonly affecting such …
predetermined fixed thresholds. However, due to problems commonly affecting such …
Constant-composition codes for maximum likelihood detection without CSI in diffusive molecular communications
Instantaneous or statistical channel state information (CSI) is needed for most detection
schemes developed for molecular communication (MC) systems. Since the MC channel …
schemes developed for molecular communication (MC) systems. Since the MC channel …
Approximate generalized Steiner systems and near-optimal constant weight codes
M Liu, C Shangguan - Journal of Combinatorial Theory, Series A, 2025 - Elsevier
Constant weight codes (CWCs) and constant composition codes (CCCs) are two important
classes of codes that have been studied extensively in both combinatorics and coding …
classes of codes that have been studied extensively in both combinatorics and coding …
Optimal ternary constant-weight codes of weight four and distance six
Recently, Chee and Ling (“Constructions for q-ary constant-weight codes”, IEEE Trans. Inf.
Theory, vol. 53, no. 1, 135–146, Jan. 2007) introduced a new combinatorial construction for …
Theory, vol. 53, no. 1, 135–146, Jan. 2007) introduced a new combinatorial construction for …
A family of diameter perfect constant-weight codes from Steiner systems
If S is a transitive metric space, then| C|⋅| A|≤| S| for any distance-d code C and a set
A,“anticode”, of diameter less than d. For every Steiner S (t, k, n) system S, we show the …
A,“anticode”, of diameter less than d. For every Steiner S (t, k, n) system S, we show the …
Linear Size Optimal -ary Constant-Weight Codes and Constant-Composition Codes
An optimal constant-composition or constant-weight code of weight w has linear size if and
only if its distance d is at least 2w-1. When d≧2w, the determination of the exact size of such …
only if its distance d is at least 2w-1. When d≧2w, the determination of the exact size of such …
Exponential decay of intersection volume with applications on list-decodability and Gilbert-Varshamov type bound
We give some natural sufficient conditions for balls in a metric space to have small
intersection. Roughly speaking, this happens when the metric space is (i) expanding and (ii) …
intersection. Roughly speaking, this happens when the metric space is (i) expanding and (ii) …