Automata-based Analysis of Recursive Cryptographic Protocols

zum Volltext (300 kB)   ZIP
Beteiligte Person(en) / Institution(en)Autor :
DatumErschienen :
  • September 2003
Seitenbereich38 S.

Cryptographic protocols can be divided into (1) protocols where the protocol steps are simple from a computational point of view and can thus be modeled by simple means, for instance, single rewrite rules---we call these protocols non-looping---and (2) protocols, such as group protocols, where the protocol steps are complex and typically involve an iterative or recursive computation---we call them recursive. While many results on the decidability of security are known for non-looping protocols, only little is known for recursive protocols. In this paper, we prove decidability of security (w.r.t.~the standard Dolev-Yao intruder) for a core class of recursive protocols and undecidability for several extensions. The key ingredient of our protocol model are specifically designed tree transducers which work over infinite signatures and have the ability to generate new constants (which allow us to mimic key generation). The decidability result is based on an automata-theoretic construction which involves a new notion of regularity, designed to work well with the infinite signatures we use.
Statische URLhttps://www.uni-kiel.de/journals/receive/jportal_jparticle_00000167
 
URN:NBNurn:nbn:de:gbv:8:1-zs-00000167-a2
IDNummer des Berichts :
  • TR_0311