Advanced Communications and Multimedia Security: IFIP TC6 / by Chris J. Mitchell, Namhyun Hur (auth.), Borka Jerman-Blažič,

By Chris J. Mitchell, Namhyun Hur (auth.), Borka Jerman-Blažič, Tomaž Klobučar (eds.)

Advanced Communications and Multimedia Security offers a state of the art overview of present views in addition to the newest advancements within the sector of communications and multimedia defense. It examines standards, concerns and strategies pertinent to securing details networks, and identifies destiny security-related study demanding situations. a large spectrum of subject matters is mentioned, together with:
-Applied cryptography;
-Biometry;
-Communication structures protection;
-Applications protection; cellular protection;
-Distributed platforms safety;
-Digital watermarking and electronic signatures.

This quantity contains the complaints of the 6th Joint operating convention on Communications and Multimedia defense (CMS'02), which used to be subsidized by means of the overseas Federation for info Processing (IFIP) and held in September 2002 in Portoroz, Slovenia. It constitutes crucial examining for info defense experts, researchers and execs operating within the quarter of laptop technology and communique systems.

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Extra resources for Advanced Communications and Multimedia Security: IFIP TC6 / TC11 Sixth Joint Working Conference on Communications and Multimedia Security September 26–27, 2002, Portorož, Slovenia

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Un). Any new message can be verified using one extra evaluation of Hand U. It I , ') , computes the hash hi = H(mi) and computes h = U(hj . If h = h then it accepts the message; otherwise, it rejects it. As far as communication is concerned, the verifier must fetch the signature and the polynomial U(x). Note that the length of U(x) is almost the same as the whole message M. This seems to be the weakest point of the construction. 2 Authentication with Hierarchical Hashing In this case, the sibling intractable hashing is computed using a family of polynomials Uj,j with i = 1, ...

As far as communication is concerned, the verifier must fetch the signature and the polynomial U(x). Note that the length of U(x) is almost the same as the whole message M. This seems to be the weakest point of the construction. 2 Authentication with Hierarchical Hashing In this case, the sibling intractable hashing is computed using a family of polynomials Uj,j with i = 1, ... ,r and j = 1, ... , kr - i . The message consists ofn = k r datagrams. To compute H(n)(M) it is enough to fetch r polynomials of degree k (that is a sense, a path between a leaf and the root.

In the next section, we first illustrate the idea of k-SIFF and then expand it into a Hierarchical k-SIFF. In section 3, a scheme for authenticating transit flow in communication networks is illustrated. In section 4, the k-sibling one-time signature is presented. 2. K-SIBLING INTRACTABLE HASHING The construction and security properties of k-sibling intractable hash functions are discussed in [8]. Briefly, let U= UnUn be a family of functions mapping l(n) bit into m(n) bit output strings. For two strings x, y E E'(n) were x i= y, we say that x and y collide with each other under U E Un, or x and y are siblings under U E Un, if u(x) = u(y).

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