Numbers, Information and Complexity

Numbers, Information and Complexity is a collection of about 50 articles in honour of Rudolf Ahlswede. His main areas of research are represented in the three sections, `Numbers and Combinations', `Information Theory (Channels and Networks, Combinatorial and Algebraic Coding, Cryptology, with t...

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Bibliographic Details
Other Authors: Althöfer, Ingo (Editor), Ning Cai (Editor), Dueck, Gunter (Editor), Khachatrian, Levon H. (Editor)
Format: eBook
Language:English
Published: New York, NY Springer US 2000, 2000
Edition:1st ed. 2000
Subjects:
Online Access:
Collection: Springer Book Archives -2004 - Collection details see MPG.ReNa
Table of Contents:
  • 33 Universal Coding of Non-Prefix Context Tree Sources
  • 34 How Much Can You Win When Your Adversary is Handicapped?
  • 35 On Random-Access Data Compaction
  • 36 Universal Lossless Coding of Sources with Large and Unbounded Alphabets
  • 37 Metric Entropy Conditions for Kernels
  • 38 On Subshifts and Topological Markov Chains
  • 39 Large Deviations Problem for the Shape of a Random Young Diagram with Restrictions
  • 40 BSC: Testing of Hypotheses with Information Constraints
  • 41 The Ahlswede-Daykin Theorem
  • 42 Some Aspects of Random Shapes
  • 43 Decision Support Systems with Multiple Choice Structure
  • 44 Quantum Computers and Quantum Automata
  • 45 Routing in All-Optical Networks
  • 46 Proving the Correctness of Processors with Delayed Branch Using Delayed PC
  • 47 Communication Complexity of Functions on Direct Sums
  • 48 Ordering in Sequence Spaces: an Overview
  • 49 Communication Complexity and BDD Lower Bound Techniques
  • 1 On Prefix-free and Suffix-free Sequences of Integers
  • 2 Almost Arithmetic Progressions
  • 3 A Method to Estimate Partial-Period Correlations
  • 4 Splitting Properties in Partially Ordered Sets and Set Systems
  • 5 Old and New Results for the Weighted t-Intersection Problem via AK-Methods
  • 6 Some New Results on Macaulay Posets
  • 7 Minimizing the Absolute Upper Shadow
  • 8 Convex Bounds for the 0,1 Co-ordinate Deletions Function
  • 9 The Extreme Points of the Probabilistic Capacities Cone Problem
  • 10 On Shifts of Cascades
  • 11 Eröas-Ko-Rado Theorems of Higher Order
  • 12 On the Prague Dimension of Kneser Graphs
  • 13 The cycle method and its limits
  • 14 Extremal Problems on ?-Systems
  • 15 The AVC with Noiseless Feedback
  • 16 Calculation of the Asymptotically Optimal Capacity of a T-User M-Frequency Noiseless Multiple-Access Channel
  • 17 A Survey of Coding Methods for the Adder Channel
  • 18 Communication Network with Self-Similar Traffic
  • 19 Error Probabilities for Identification Coding and Least Length Single Sequence Hopping
  • 20 A New Upper Bound On Codes Decodable Into Size-2 Lists
  • 21 Constructions of Optimal Linear Codes
  • 22 New Applications and Results of Superimposed Code Theory Arising from the Potentialities of Molecular Biology
  • 23 Rudified Convolutional Encoders
  • 24 On Check Digit Systems Using Anti-symmetric Mappings
  • 25 Switchings and Perfect Codes
  • 26 On Superimposed Codes
  • 27 The MacWilliams Identity for Linear Codes over Galois Rings
  • 28 Structure of a Common Knowledge Created by Correlated Observations and Transmission over Helping Channels
  • 29 How to Broadcast Privacy: Secret Coding for Deterministic Broadcast Channels
  • 30 Additive-Like Instantaneous Block Encipherers
  • 31 Space Efficient Linear Time Computation of the Burrows andWheeler-Transformation
  • 32 Sequences Incompressible by SLZ (LZW), yet Fully Compressible by ULZ
  • 50 Reminiscences About Professor Ahlswede: And A Last Word By Thomas Mann
  • 51 List of Invited Lectures held at the Symposium “Numbers, Information and Complexity” in Bielefeld, October 8–11, 1998
  • 52 Bibliography of Publications by Rudolf Ahlswede