Chapter 8: Problem 12
What does it mean for a signed document to be verifiable and non-forgeable?
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These are the key concepts you need to understand to accurately answer the question.
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Chapter 8: Problem 12
What does it mean for a signed document to be verifiable and non-forgeable?
These are the key concepts you need to understand to accurately answer the question.
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Provide a filter table and a connection table for a stateful firewall that is as restrictive as possible but accomplishes the following: a. Allows all internal users to establish Telnet sessions with external hosts. b. Allows external users to surf the company Web site at 222.22.0.12. c. But otherwise blocks all inbound and outbound traffic. The internal network is 222.22/16. In your solution, suppose that the connection table is currently caching three connections, all from inside to outside. You’ll need to invent appropriate IP addresses and port numbers.
Consider RSA with p = 5 and q = 11. a. What are n and z? b. Let e be 3. Why is this an acceptable choice for e? c. Find d such that de = 1 (mod z) and d < 160. d. Encrypt the message m = 8 using the key (n, e). Let c denote the corresponding ciphertext. Show all work. Hint: To simplify the calculations, use the fact: [(a mod n) • (b mod n)] mod n = (a • b) mod n
Consider an 8-block cipher. How many possible input blocks does this cipher have? How many possible mappings are there? If we view each mapping as a key, then how many possible keys does this cipher have?
Suppose n = 10,000, a = 10,023, and b = 10,004. Use an identity of modular arithmetic to calculate in your head (a • b) mod n.
Suppose Bob initiates a TCP connection to Trudy who is pretending to be Alice. During the handshake, Trudy sends Bob Alice’s certificate. In what step of the SSL handshake algorithm will Bob discover that he is not communicating with Alice?
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