Formally based semi-automatic implementation of an open security protocol

International audienceThis paper presents an experiment in which an implementation of the client side of the SSH Transport Layer Protocol (SSH-TLP) was semi-automatically derived according to a model-driven development paradigm that leverages formal methods in order to obtain high correctness assurance. The approach used in the experiment starts with the formalization of the protocol at an abstract level. This model is then formally proved to fulfill the desired secrecy and authentication properties by using the ProVerif prover. Finally, a sound Java implementation is semi-automatically derived from the verified model using an enhanced version of the Spi2Java framework. The resulting implementation correctly interoperates with third party servers, and its execution time is comparable with that of other manually developed Java SSH-TLP client implementations. This case study demonstrates that the adopted model-driven approach is viable even for a real security protocol, despite the complexity of the models needed in order to achieve an interoperable implementation

Security Protocol Analysis and Blockchains

This work serves to explore the use of protocol verification tools, in this case AVISPA and SPAN, to verify a protocol used to establish blockchain identities as well as a protocol used for electronic voting that runs on top of a blockchain, leveraging blockchain as a platform. We explore the protocol verification tools themselves, as well as the modeling languages, CAS+ and HLPSL, used to write protocol specifications for verification by these tools. We determine that it is possible to verify a protocol regarding establishment of blockchain identities as well as that it is not possible to verify protocols which leverage blockchain as a platform, at least with the toolchain used and the CAS+ encoding of the protocol

The Open-Source Fixed-Point Model Checker for Symbolic Analysis of Security Protocols

We introduce the Open-source Fixed-point Model Checker OFMC for symbolic security protocol analysis, which extends the On-the-fly Model Checker (the previous OFMC). The native input language of OFMC is the AVISPA Intermediate Format IF. OFMC also supports AnB, a new Alice-and-Bob-style language that extends previous similar languages with support for algebraic properties of cryptographic operators and with a simple notation for different kinds of channels that can be used both as assumptions and as protocol goals. AnB specifications are automatically translated to IF. OFMC performs both protocol falsification and bounded session verification by exploring, in a demand-driven way, the transition system resulting from an IF specification. OFMC\u2019s effectiveness is due to the integration of a number of symbolic, constraint-based techniques, which are correct and terminating. The two major techniques are the lazy intruder, which is a symbolic representation of the intruder, and constraint differentiation, which is a general search-reduction technique that integrates the lazy intruder with ideas from partial-order reduction. Moreover, OFMC allows one to analyze security protocols with respect to an algebraic theory of the employed cryptographic operators, which can be specified as part of the input. We also sketch the ongoing integration of fixed-point-based techniques for protocol verification for an unbounded number of sessions

The open-source fixed-point model checker for symbolic analysis of security protocols

We introduce the Open-source Fixed-point Model Checker OFMC for symbolic security protocol analysis, which extends the Onthe-fly Model Checker (the previous OFMC). The native input language of OFMC is the AVISPA Intermediate Format IF. OFMC also supports AnB, a new Alice-and-Bob-style language that extends previous similar languages with support for algebraic properties of cryptographic operators and with a simple notation for different kinds of channels that can be used both as assumptions and as protocol goals. AnB specifications are automatically translated to IF. OFMC performs both protocol falsification and bounded session verification by exploring, in a demand-driven way, the transition system resulting from an IF specification. OFMC’s effectiveness is due to the integration of a number of symbolic, constraint-based techniques, which are correct and terminating. The two major techniques are the lazy intruder, which is a symbolic representation of the intruder, and constraint differentiation, which is a general search-reduction technique that integrates the lazy intruder with ideas from partial-order reduction. Moreover, OFMC allows one to analyze security protocols with respect to an algebraic theory of the employed cryptographic operators, which can be specified as part of the input. We also sketch the ongoing integration of fixed-point-based techniques for protocol verification for an unbounded number of sessions

An Optimizing Protocol Transformation for Constructor Finite Variant Theories in Maude-NPA

[EN] Maude-NPA is an analysis tool for cryptographic security protocols that takes into account the algebraic properties of the cryptosystem. Maude-NPA can reason about a wide range of cryptographic properties. However, some algebraic properties, and protocols using them, have been beyond Maude-NPA capabilities, either because the cryptographic properties cannot be expressed using its equational unification features or because the state space is unmanageable. In this paper, we provide a protocol transformation that can safely get rid of cryptographic properties under some conditions. The time and space difference between verifying the protocol with all the crypto properties and verifying the protocol with a minimal set of the crypto properties is remarkable. We also provide, for the first time, an encoding of the theory of bilinear pairing into Maude-NPA that goes beyond the encoding of bilinear pairing available in the Tamarin toolPartially supported by the EU (FEDER) and the Spanish MCIU under grant RTI2018-094403-B-C32, by the Spanish Generalitat Valenciana under grant PROMETEO/2019/098, and by the US Air Force Office of Scientific Research under award number FA9550-17-1-0286. Julia Sapiña has been supported by the Generalitat Valenciana APOSTD/2019/127 grantAparicio-Sánchez, D.; Escobar Román, S.; Gutiérrez Gil, R.; Sapiña-Sanchis, J. (2020). An Optimizing Protocol Transformation for Constructor Finite Variant Theories in Maude-NPA. 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LNCS, vol. 10204, pp. 117–140. Springer, Heidelberg (2017). https://doi.org/10.1007/978-3-662-54455-6_6Escobar, S., Hendrix, J., Meadows, C., Meseguer, J.: Diffie-Hellman cryptographic reasoning in the Maude-NRL protocol analyzer. In: Proceedings of 2nd International Workshop on Security and Rewriting Techniques (SecReT 2007) (2007)Escobar, S., Meadows, C., Meseguer, J.: A rewriting-based inference system for the NRL protocol analyzer and its meta-logical properties. Theor. Comput. Sci. 367(1–2), 162–202 (2006)Escobar, S., Meadows, C., Meseguer, J.: Maude-NPA: cryptographic protocol analysis modulo equational properties. In: Aldini, A., Barthe, G., Gorrieri, R. (eds.) FOSAD 2007-2009. LNCS, vol. 5705, pp. 1–50. Springer, Heidelberg (2009). https://doi.org/10.1007/978-3-642-03829-7_1Escobar, S., et al.: Protocol analysis in Maude-NPA using unification modulo homomorphic encryption. In: Proceedings of PPDP 2011, pp. 65–76. 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Computing Knowledge in Equational Extensions of Subterm Convergent Theories

International audienceWe study decision procedures for two knowledge problems critical to the verification of security protocols, namely the intruder deduction and the static equivalence problems. These problems can be related to particular forms of context matching and context unification. Both problems are defined with respect to an equational theory and are known to be decidable when the equational theory is given by a subterm convergent term rewrite system. In this work we extend this to consider a subterm convergent term rewrite system defined modulo an equational theory, like Commutativity. We present two pairs of solutions for these important problems. The first solves the deduction and static equivalence problems in systems modulo shallow theories such as Commutativity. The second provides a general procedure that solves the deduction and static equivalence problems in subterm convergent systems modulo syntactic permutative theories, provided a finite measure is ensured. Several examples of such theories are also given