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- W1539397313 abstract "The goals of this paper are to formalize and investigate the general concept of a digital signature scheme based on a general one-way function without trapdoor for signing a predetermined number of messages. It generalizes and unifies previous work of Lamport, Winternitz, Merkle, Even et al. and Vaudenay. The structure of the computation yielding a public key from a secret key corresponds to a directed acyclic graph $$ mathcal{G} $$ . A signature scheme for $$ mathcal{G} $$ can be defined as an antichain in the poset of minimal verifyable sets of vertices of $$ mathcal{G} $$ with the naturally defined computability relation as the order relation and where a set is verifyable if and only if the public key can be computed from the set." @default.
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- W1539397313 date "2007-08-09" @default.
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- W1539397313 title "Directed Acyclic Graphs, One-way Functions and Digital Signatures" @default.
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- W1539397313 doi "https://doi.org/10.1007/3-540-48658-5_9" @default.
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