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Symmetric Clusters in Hierarchy with Cryptographic Properties
[chapter]
2018
Variant Construction from Theoretical Foundation to Applications
Symmetric Boolean functions play a key role in stream ciphers. Symmetric constructions provide core components in cryptographic applications. In this chapter, four meta symmetric clustering schemes (combination, crossing, variant and rotation) are organized in a hierarchy for n variables of 0-1 vectors in measuring phase spaces. Local counting properties in a cluster and global counting properties in a given level are formulated. From selected symmetric clusters, a number of various symmetric
doi:10.1007/978-981-13-2282-2_5
fatcat:lbga5qvvpvbrrhy3vvppxxfmpi