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Errata Page for the Exercise Book

This is the errata web page for the book. If you find a mistake that is not already listed here, please report it to

The latest version of the errata can either be consulted on-line (see below) or downloaded as a [ps file] or as a [pdf file].

1  Prehistory of Cryptography

p. 8, Solution 1. In question 4, diagrams (a) and (c) do represent a surjective function.

2  Conventional Cryptography

p. 37, Solution 5. In question 1(a), one should read and for the worst-case and the average case repspectively.
p. 38, Solution 6. In the second question, the probability that a given plaintext is mapped on a given ciphertext through the uniformly distributed random permutation should be expanded as follows:
p. 41, Solution 7. The errata for this exercise is long and only available in the postscript and pdf errata files (see on the top of this page).

3  Dedicated Conventional Primitives

p. 71, Solution 4. In the third question, one should read “Clearly, they all produce [...]” instead of “Clearly, the all produce [...]”.
p. 73, Solution 4. In the eighth question, one should read “with a probability e−λ” instead of “with a probability eλ”.

4  Conventional Security Analysis

p. 86, Exercise 7. The second of the three boolean functions is not used in It is actually part of which also uses a fourth function.
p. 109, Solution 8. On Figure 4.9, ω−1 is wrong: the inputs should be swapped before the xor.

5  Security Protocols with Conventional Cryptography

Nothing yet.

6  Algorithmic Algebra

p. 147, Solution 5. In solution 3, one should read “the kernel is trivial, i.e., is equal to {1}”.

7  Algorithmic Number Theory

p. 170, Solution 5. The number of prime numbers smaller than some integer n is Ω(n/logn) and not Ω(logn/n) as written in the solution.

8  Elements of Complexity Theory

Nothing yet.

9  Public Key Cryptography

Nothing yet.

10  Digital Signatures

Nothing yet.

11  Cryptographic Protocols

Nothing yet.

12  From Cryptography to Communication Security

p. 246, Solution 5. In the answer of the second question one should read P' = M' ∥ Q' instead of P' = M' ∥ Q.

References

p. 250, Reference [17]. There is a typo in the name of the first author. The correct name is P. Flajolet.

This document was translated from LATEX by HEVEA.