Information Assurance in Computer Networks: Methods, Models by Dipankar Dasgupta, Fabio A. Gonzalez (auth.), Vladimir I.
By Dipankar Dasgupta, Fabio A. Gonzalez (auth.), Vladimir I. Gorodetski, Victor A. Skormin, Leonard J. Popyack (eds.)
This publication offers the refereed lawsuits of the foreign Workshop on Mathematical equipment, types, and Architectures for community defense structures, MMM-ACNS 2001, held in St. Petersburg in might 2001.
The 24 revised complete papers provided including 5 invited contributions have been conscientiously reviewed and chosen from 36 submissions. The papers are prepared in topical sections on community protection structures: foundations, types and architectures; intrusion detection: foundations and versions; entry keep watch over, authentication, and authorization; and cryptography and steganography: mathematical foundation, protocols, and utilized methods.
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Extra resources for Information Assurance in Computer Networks: Methods, Models and Architectures for Network Security International Workshop MMM-ACNS 2001 St. Petersburg, Russia, May 21–23, 2001 Proceedings
An adversary A = (I, O, L, (pc )c∈O˜ ) is interpreted as the composition def [pl ]. Thus the programs with outputs on the non[[A]]r = ˜ c∈O [pc ]r ⊗ l∈O\O local channels are defined to be rushing (note that using the local channels an adversary can still show causal behaviour). We define composition of the (non-rushing) processes P = (IP , OP , LP , (pc )c∈OP ∪LP ) and Q = (IQ , OQ , LQ , (pc )c∈OQ ∪LQ ) with OP ∩ OQ = LP ∩ LQ = ∅ to be def P ⊗ Q = (IP ⊗Q , OP ⊗Q , LP ⊗Q , (pc )c∈OP ⊗Q ∪LP ⊗Q ) where IP ⊗Q = (IP ∪ IQ ) \ (OP ∪ OQ ), OP ⊗Q = (OP ∪ OQ ) \ (IP ∪ IQ ) and LP ⊗Q = LP ∪ LQ ∪ ((IP ∪ IQ ) ∩ (OP ∪ OQ )).
In: Asiacrypt 96. : Open issues in formal methods for cryptographic protocol analysis. In: DISCEX. : Hookup security for synchronous machines. In: Computer Security Foundations Workshop III. : Higher cryptographic protocols, 1998. Lecture Notes, Universit¨ at des Saarlandes 38 J. J¨ urjens  Pohl, H. ): Internationale Sicherheitskriterien. Oldenbourg Verlag (1993)  Ryan, P. : Process algebra and non-interference. In: IEEE Computer Security Foundations Workshop. (1999)  Sewell, P. : Secure composition of untrusted code: Wrappers and causality types.
RBAC models are designed to be objective (or policy) neutral but can be configured to achieve a wide range of policies (including the extreme cases of MAC and DAC discussed above). In this paper our focus is on models and OM-AM allows us to clearly understand the two-faced nature of RBAC models. On one side models help us understand and articulate policy. On the other side a given model can be implemented in many different architectures (and with many different mechanisms). Future Directions for RBAC Models Now we consider aspects of RBAC models that need further research.