Titlebook: General Theory of Information Transfer and Combinatorics; Rudolf Ahlswede,Lars B?umer,Haik Mashurian Book 2006 Springer-Verlag Berlin Heid

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連系

Computational Commutative Algebra 2tian’s result on multiple descriptions [13], we refine our previous proof on successive refinability conditions reported in [7] and restate the result by Tuncel and Rose [17]. In particular, it is noted that the successive refinement in “purely” reliability sense is always possible.

慢跑

https://doi.org/10.1007/978-1-4614-1800-9rmanent user activity, Khachatrian [10] has written an excellent survey for general, symmetric and non-symmetric rates. In this survey, we only deal with the special symmetric rate case, where all users have two codewords. The length of the shortest possible code is characterized, and amongst others

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Introduction to Contact Mechanics,ich we conjecture to be tight and which is proved to be tight (Corollary 1) for Wyner’s original (degraded) wire-tape channel and also for the reversely degraded wire-tape channel for which the legitimate receiver gets a degraded version from the enemy (Corollary 2)..Somewhat surprisingly we complet

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fructose

Optimal Design and Location of Manipulators,er the .–complexity (extended now to .–ary alphabets) . of a family .. It serves again as a performance parameter of key spaces in cryptography. We give a lower bound for the .–complexity for a family of the type constructed in Part I. In the last sections we explain what can be said about the theor

Aprope

Fran?ois-Xavier Roux,André Barkaave strong pseudorandom properties, they can be generated very slowly since no fast algorithm is known to compute ind .. The purpose of this paper is to modify this family slightly so that the members of the new family can be generated much faster, and they have almost as good pseudorandom propertie