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Simplified security criteria

The actual definition of so-called standard fail-stop signature schemes is contained in Section 7.1. In Section 7.2, relations to alternative or additional security properties are shown. Section 7.3 presents fail-stop signature schemes with prekey, an important subclass, and proves simplified security criteria for them. Section 7.4 shows the relation between standard fail-stop signature schemes and ordinary digital signature schemes. Section 7.5 contains constructions of schemes with many risk bearers from schemes with one risk bearer. [Pg.149]

Theorem 7.34 (Simplified security criteria). If a standard fail-stop signature scheme with prekey fulfils the following three criteria, then... [Pg.196]

Remark 9.2. One could adapt the original security definitions (Definition 7.15) in a similar way to message-block spaces Mpj and prove an analogue of Theorem 7.34, i.e., that the simplified security criteria imply the original ones. ... [Pg.290]

The construction in this section is formalized so that it yields one-time standard fail-stop signature schemes with prekey that fiilfil the simplified security criteria for such schemes from Theorem 7.34, because the constructions in Sections 10.2 to... [Pg.313]

Theorem 10.10 (Bottom-up tree authentication). Construction 10.9 defines the components of a standard fail-stop signature scheme with prekey for signing an arbitrary number of messages. If the underlying signature scheme fulfils the simplified security criteria from Theorem 7.34, the new scheme fulfils them, too, and is therefore secure. [Pg.324]


See other pages where Simplified security criteria is mentioned: [Pg.289]    [Pg.340]   
See also in sourсe #XX -- [ Pg.196 ]




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