activity
20112021
most citedOn the -error linear complexity for -periodic binary sequences via Cube Theory

3 citations · 7 across the 11 of their papers we have counts for

collaborators

11 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.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.CR2013

The 4-error linear complexity distribution for -periodic binary sequences

Jianqin Zhou, Jun Liu, Wanquan Liu

By using the sieve method of combinatorics, we study -error linear complexity distribution of -periodic binary sequences based on Games-Chan algorithm. For , the com…

cs.CR2013★ 3 cited

On the -error linear complexity for -periodic binary sequences via Cube Theory

Jianqin Zhou, Wanquan Liu

The linear complexity and k-error linear complexity of a sequence have been used as important measures of keystream strength, hence designing a sequence with high linear complexity…

cs.CR2011

Characterization of -periodic binary sequences with fixed 3-error or 4-error linear complexity

Jianqin Zhou, Jun Liu, Wanquan Liu

The linear complexity and the -error linear complexity of a sequence have been used as important security measures for key stream sequence strength in linear feedback shift regi…