Download Coastal Command 1939-45 by Ian Carter PDF

By Ian Carter

Coastal Command 1939-45 КНИГИ ;ВОЕННАЯ ИСТОРИЯ Издательство: Ian Allan - Coastal Command 1939-45Автор(ы): Ian CarterЯзык: EnglishГод издания: 2004Количество страниц: 82x2ISBN: 0-7110-3018-9Формат: pdf (300 dpi) 4800x2950Размер: 171.0 mbRapid1Rapid2 fifty one

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1 Introduction This article provides a summary and analysis of three proposals for improving the authentication component of the current environment for the TLS/SSL protected web (HTTPS) — specifically the client’s authentication of the server. As a part of this analysis, we identify the properties the overall system would, ideally, satisfy, and describe the various proposals in terms of the degree to which they do or do not provide/have these properties. The paper’s real contributions, hopefully, are a clearer picture of what the authentication problem for the TLS/SSL protected web really is, and a framework for evaluating new proposals both individually, and in combination with one another.

In other words, he redefined the password mapping function as: f (s) = (H(s))2 mod p. The hashing of passwords makes it much harder for the attacker to find exponential equivalence among the hashed outputs. 2 [10], which adds a hash function in SPEKE when deriving the base generator from the password. In 2005, Tang and Mitchell presented three attacks on SPEKE [9]. The first attack is similar to Zhang’s [8] – an on-line attacker tests multiple passwords in one execution of the protocol by exploiting the exponential equivalence of some passwords.

The SPEKE protocol provides implicit authentication in one round, which is defined below. ) SPEKE (one round). Alice selects x ∈R [1, q − 1] and sends g x to Bob. Similarly, Bob selects y ∈R [1, q − 1] and sends g y to Alice. Upon receiving the sent data, Alice verifies that g y is within [2, p − 2]. This is to ensure the received element does not fall into the small subgroup of order two, which contains {1, p − 1}. Alice then computes a session key κ = H((g y )x ) = H(g xy ), where H is a secure one-way hash function.

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