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Security Protocols Analysis

Security Protocols Analysis. Reading. This Class: Modelling and Analysis of Security Protocols: chapters 0.9-0.12 C. Meadows: Formal Methods for Cryptographic Protocol Analysis: Emerging Issues and Trends, http://citeseer.ist.psu.edu/meadows03formal.html Next class:

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Security Protocols Analysis

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  1. Security ProtocolsAnalysis

  2. Reading • This Class: • Modelling and Analysis of Security Protocols: chapters 0.9-0.12 • C. Meadows: Formal Methods for Cryptographic Protocol Analysis: Emerging Issues and Trends, http://citeseer.ist.psu.edu/meadows03formal.html • Next class: • Modelling and Analysis of Security Protocols: chapter 1 Internet Security - Farkas

  3. What is Protocol Analysis • Cryptographic Protocols • Attackers’ capabilities • Security? • Hostile environment • Vulnerabilities • Weakness of cryptography • Incorrect specifications Internet Security - Farkas

  4. Cryptographic Protocols • Two or more parties • Communication over insecure network • Cryptography used to achieve goal • Exchange secret keys • Verify identity (authentication) • Secure transaction processing Internet Security - Farkas

  5. Emerging Properties of Protocols • Greater interoperation • Negotiation of policy • Greater complexity • Group-oriented protocols • Emerging security threats Internet Security - Farkas

  6. Attackers’ Capabilities • Read traffic • Modify traffic • Delete traffic • Perform cryptographic operations • Control over network principals Internet Security - Farkas

  7. Attacks • Known attacks • Can be picked up by careful inspection • Nonintuitive attacks • Not easily apparent • May not depend on flaws or weaknesses of cryptographic algs. • Use variety of methods, e.g., statistical analysis, subtle properties of crypto algs., etc. Internet Security - Farkas

  8. Formal Methods • Combination of a mathematical or logical model of a system and its requirements and • Effective procedures for determining whether a proof that a system satisfies its requirements is correct. Can be automated! Internet Security - Farkas

  9. Example: Needham-Schroeder • Famous simple example (page 30-31) • Protocol published and known for 10 years • Gavin Lowe discovered unintended property while preparing formal analysis using FDR system • Subsequently rediscovered by every analysis method From: J. Mitchell Internet Security - Farkas

  10. Needham-Schroeder Crypto • Nonces • Fresh, Random numbers • Public-key cryptography • Every agent A has • Public encryption key Ka • Private decryption key Ka-1 • Main properties • Everyone can encrypt message to A • Only A can decrypt these messages From: J. Mitchell Internet Security - Farkas

  11. Needham-Schroeder Key Exchange {A, NonceA} {NonceA, NonceB } { NonceB} Kb A B Ka Kb On execution of the protocol, A and B are guaranteed mutual authentication and secrecy. From: J. Mitchell Internet Security - Farkas

  12. Needham Schroeder properties • Responder correctly authenticated • When initiator A completes the protocol apparently with Honest responder B, it must be that B thinks he ran the protocol with A • Initiator correctly authenticated • When responder B completes the protocol apparently with Honest initiator A, it must be that A thinks she ran the protocol with B • Initiator Nonce secrecy • When honest initiator completes the protocol with honest peer, intruder does not know initiators nonce. Internet Security - Farkas From: J. Mitchell

  13. [Lowe] Anomaly in Needham-Schroeder { A, NA } Ke A E { NA, NB } Ka { NB } Ke { A, NA } { NA, NB } Evil agent E tricks honest A into revealing private key NB from B Kb Ka B Evil E can then fool B Internet Security - Farkas From: J. Mitchell

  14. Requirements and Properties • Authentication • Authentication, Secrecy • Trading • Fairness • Special applications (e.g., voting) • Anonymity and Accountability Internet Security - Farkas

  15. Security Analysis • Understand system requirements • Model • System • Attacker • Evaluate security properties • Under normal operation (no attacker) • In the presence of attacker • Security results: under given assumptions about system and about the capabilities of the attackers. Internet Security - Farkas

  16. Explicit intruder model Informal Protocol Description Formal Protocol Intruder Model Analysis Tool Find error From: J. Mitchell Internet Security - Farkas

  17. Hand proofs  High    Poly-time calculus Symbolic methods (MSR) Spi-calculus  Sophistication of attacks Athena  Paulson    NRL  Bolignano BAN logic   Low Model checking Protocol logic   FDR Murj Low High Protocol complexity Protocol Analysis Spectrum From: J. Mitchell Internet Security - Farkas

  18. Analysis of Discrete Systems • Properties of discrete systems • Requirements • Attackers • Attack: sequence of finite set of operations • Evaluate different paths an attacker may take • State the environmental assumptions precisely Internet Security - Farkas

  19. First Analysis Method • Dolev-Yao • Set of polynomial-time algorithms for deciding security of a restricted class of protocols • First to develop formal model of environment in which • Multiple executions of the protocol can be running concurrently • Cryptographic algorithms considered as “black boxes” • Includes intrudes model • Tools based on Dolev-Yao • NRL protocol analyzer • Longley-Rigby tool Internet Security - Farkas

  20. Model checking • Two components • Finite state system • Specification of properties • Exhaustive search the state space to determine security Internet Security - Farkas

  21. Theorem Prover • Theorems: properties of protocols • Prove or check proofs automatically • Could find flaws not detected by manual analysis • Do not give counterexamples like the model checkers Internet Security - Farkas

  22. Logic • Burrows, Abadi, and Needham (BAN) logic • Logic of belief • Set of modal operators: describing the relationship of principal to data • Set of possible beliefs • Inference rules • Seems to be promising but weaker than state exploration tools and theorem proving (higher level abstraction) Internet Security - Farkas

  23. Next weekCSP

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