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20112021
most citedStructure Analysis on the -error Linear Complexity for -periodic Binary Sequences

1 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

cs.AI2021

Granule Description based on Compound Concepts

Jianqin Zhou, Sichun Yang, Xifeng Wang +1

Concise granule descriptions for definable granules and approaching descriptions for indefinable granules are challenging and important issues in granular computing. The concept wi…

cs.AI2021

Concept and Attribute Reduction Based on Rectangle Theory of Formal Concept

Jianqin Zhou, Sichun Yang, Xifeng Wang +1

Based on rectangle theory of formal concept and set covering theory, the concept reduction preserving binary relations is investigated in this paper. It is known that there are thr…

cs.AI2021★ 1 cited

A New Algorithm based on Extent Bit-array for Computing Formal Concepts

Jianqin Zhou, Sichun Yang, Xifeng Wang +1

The emergence of Formal Concept Analysis (FCA) as a data analysis technique has increased the need for developing algorithms which can compute formal concepts quickly. The current…

cs.CR2014

On the -error linear complexity for -periodic binary sequences via hypercube theory

Jianqin Zhou, Wanquan Liu, Guanglu Zhou

The linear complexity and the -error linear complexity of a binary sequence are important security measures for key stream strength. By studying binary sequences with the minimu…

cs.CR2013★ 1 cited

Structure Analysis on the -error Linear Complexity for -periodic Binary Sequences

Jianqin Zhou, Wanquan Liu, Xifeng Wang

In this paper, in order to characterize the critical error linear complexity spectrum (CELCS) for -periodic binary sequences, we first propose a decomposition based on the cub…

cs.IT2011

Embedding Constructions of Tail-Biting Trellises for Linear Block Codes

Jianqin Zhou

In this paper, embedding construction of tail-biting trellises for linear block codes is presented. With the new approach of constructing tail-biting trellises, most of the study o…