
We use renement to systematically develop a family of key establishment protocols using a theorem prover. Our development spans four levels of abstraction: abstract security properties, messageless guard protocols, protocols communicating over channels with security properties, and protocols secure with respect to a Dolev-Yao intruder. The protocols we develop are Needham-Schroeder Shared Key, the core of Kerberos 4 and 5, and Denning Sacco, and include realistic features such as key conrmation, replay caches, and encrypted tickets. Our development highlights that messageless guard protocols provide a fundamental abstraction for bridging the gap between security properties and messagebased protocol descriptions. It also shows that the renement approach presented in [33] can be applied, with minor adaption, to families of key establishment protocols and that it scales to protocols of nontrivial size and complexity.
REFINEMENT (SOFTWARE ENGINEERING), DEDUKTION + BEWEISEN VON THEOREMEN (KÜNSTLICHE INTELLIGENZ), KORREKTHEIT (THEORIE DER PROGRAMMIERUNG), DEDUCTION + THEOREM PROVING (ARTIFICIAL INTELLIGENCE), NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS); REFINEMENT (SOFTWARE ENGINEERING); NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME); KORREKTHEIT (THEORIE DER PROGRAMMIERUNG); CORRECTNESS (THEORY OF PROGRAMMING); VERFEINERUNG (SOFTWARE ENGINEERING), Data processing, computer science, NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS), CORRECTNESS (THEORY OF PROGRAMMING), PUBLIC-KEY CRYPTOSYSTEMS (CRYPTOGRAPHY), NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS); DEDUCTION + THEOREM PROVING (ARTIFICIAL INTELLIGENCE); DEDUKTION + BEWEISEN VON THEOREMEN (KÜNSTLICHE INTELLIGENZ); NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME); PUBLIC-KEY CRYPTOSYSTEMS (CRYPTOGRAPHY); ÖFFENTLICHE VERSCHLÜSSELUNGSSYSTEME (KRYPTOGRAPHIE), VERFEINERUNG (SOFTWARE ENGINEERING), ÖFFENTLICHE VERSCHLÜSSELUNGSSYSTEME (KRYPTOGRAPHIE), NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME), info:eu-repo/classification/ddc/510, Mathematics, info:eu-repo/classification/ddc/004
REFINEMENT (SOFTWARE ENGINEERING), DEDUKTION + BEWEISEN VON THEOREMEN (KÜNSTLICHE INTELLIGENZ), KORREKTHEIT (THEORIE DER PROGRAMMIERUNG), DEDUCTION + THEOREM PROVING (ARTIFICIAL INTELLIGENCE), NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS); REFINEMENT (SOFTWARE ENGINEERING); NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME); KORREKTHEIT (THEORIE DER PROGRAMMIERUNG); CORRECTNESS (THEORY OF PROGRAMMING); VERFEINERUNG (SOFTWARE ENGINEERING), Data processing, computer science, NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS), CORRECTNESS (THEORY OF PROGRAMMING), PUBLIC-KEY CRYPTOSYSTEMS (CRYPTOGRAPHY), NETWORK PROTOCOLS + COMMUNICATION PROTOCOLS (COMPUTER SYSTEMS); DEDUCTION + THEOREM PROVING (ARTIFICIAL INTELLIGENCE); DEDUKTION + BEWEISEN VON THEOREMEN (KÜNSTLICHE INTELLIGENZ); NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME); PUBLIC-KEY CRYPTOSYSTEMS (CRYPTOGRAPHY); ÖFFENTLICHE VERSCHLÜSSELUNGSSYSTEME (KRYPTOGRAPHIE), VERFEINERUNG (SOFTWARE ENGINEERING), ÖFFENTLICHE VERSCHLÜSSELUNGSSYSTEME (KRYPTOGRAPHIE), NETZWERKPROTOKOLLE + KOMMUNIKATIONSPROTOKOLLE (COMPUTERSYSTEME), info:eu-repo/classification/ddc/510, Mathematics, info:eu-repo/classification/ddc/004
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