Introduction to Information Security


Using Timestamps to Establish Freshness



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Using Timestamps to Establish Freshness

A: => KDC (A,B);

KDC: => A (E((KAB,TKDC),KA), E((KAB,TKDC),KB));

A: => B (E((KAB,TKDC),KB));

Where TKDC is a timestamp from the KDC’s clock and:

  • Alice and Bob’s clocks are both synchronized with the KDC’s
  • Alice and Bob both check the KDC’s message to make sure it was generated recently

Using Nonces to Establish Freshness

  • A nonce is a randomly-generated value that:
    • Is never reused
    • Can be used to prove the freshness of a message
    • A: => KDC (A,B,NA);

      B: => KDC (A,B, NB);

      KDC: => A (E((KAB,NA),KA));

      KDC: => B (E((KAB,NB),KB));

Key-Exchange with Public-Key Cryptography

  • Alice learns Bob’s public key (by either asking Bob or some third party)
  • Alice generates a random session key, KAB
  • Alice encrypts the session key with Bob’s public key
  • Alice sends Encrypt(KAB,BPublic) to Bob
  • Bob receives Alice’s message and decrypts it with his private key
  • Alice and Bob encrypt their subsequent communications with KAB

Attacking the Protocol

  • Recall the man-in-the-middle attack
    • If Mallory can trick Alice into thinking that MPublic is Bob’s public key
      • Mallory can decrypt Alice’s first message to Bob
      • Encrypt(KAB,MPublic)

      • Mallory learns the proposed session key KAB
      • Mallory can send Bob: Encrypt(KAB,BPublic)
      • Alice and Bob will encrypt their subsequent communications with KAB thinking that it is secure
  • This is a very serious problem because it’s often difficult to be sure you know somebody’s public key

Authentication

  • Authentication is the process of proving your identity to someone else
    • One-way
    • Two-way
  • Authentication protocols are often designed using a challenge and response mechanism
    • Authenticator creates a random challenge
    • Authenticatee proves identity by replying with the appropriate response

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