2007Jisuanji gongchengRequires access

Analysis of Chaotic Stream Cipher OCMLE

Chenhui Jin

Open publisher page 1 citations

Abstract

This paper analyzes the chaotic stream cipher proposed in “Chaos-based secure communication in a large community”, it finds that the frontal values of the encryption sequence of the stream cipher are not sensitive to the least significant bits of the key. So the paper proposes divide-and-conquer attack with known plaintexts and analyses its success probability and complexity. At last, it presents the possible reformative measure of the cipher to its weakness and proves the validity of the measure.

About this research paper

What this paper is about

This paper analyzes the chaotic stream cipher proposed in “Chaos-based secure communication in a large community”, it finds that the frontal values of the encryption sequence of the stream cipher are not sensitive to the least significant bits of the key. So the paper proposes divide-and-conquer attack with known plaintexts and analyses its success probability and complexity. At last, it presents the possible reformative measure of the cipher to its weakness and proves the validity of the measure.

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OpenAlex reports 1 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

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Method / approach

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Main findings

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Available abstract

This paper analyzes the chaotic stream cipher proposed in “Chaos-based secure communication in a large community”, it finds that the frontal values of the encryption sequence of the stream cipher are not sensitive to the least significant bits of the key. So the paper proposes divide-and-conquer attack with known plaintexts and analyses its success probability and complexity. At last, it presents the possible reformative measure of the cipher to its weakness and proves the validity of the measure.

Key concepts: Stream cipher, Computer science, Stream cipher attack, Cipher, Transposition cipher, Key (lock), Block cipher mode of operation, Running key cipher

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