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Numbers, Information and Complexity

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Cover of 'Numbers, Information and Complexity'

Table of Contents

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    Book Overview
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    Chapter 1 On Prefix-Free and Suffix-Free Sequences of Integers
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    Chapter 2 Almost Arithmetic Progressions
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    Chapter 3 A Method to Estimate Partial-Period Correlations
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    Chapter 4 Splitting Properties in Partially Ordered Sets and Set Systems
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    Chapter 5 Old and New Results for the Weighted t-Intersection Problem via AK-Methods
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    Chapter 6 Some New Results on Macaulay Posets
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    Chapter 7 Minimizing the Absolute Upper Shadow
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    Chapter 8 Convex Bounds for the 0,1 Co-Ordinate Deletions Function
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    Chapter 9 The Extreme Points of the Probabilistic Capacities Cone Problem
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    Chapter 10 On Shifts of Cascades
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    Chapter 11 Erdös-Ko-Rado Theorems of Higher Order
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    Chapter 12 On the Prague Dimension of Kneser Graphs
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    Chapter 13 The Cycle Method and Its Limits
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    Chapter 14 Extremal Problems on Δ-Systems
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    Chapter 15 The AVC with Noiseless Feedback and Maximal Error Probability: A Capacity Formula with a Trichotomy
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    Chapter 16 Calculation of the Asymptotically Optimal Capacity of a T-User M-Frequency Noiseless Multiple-Access Channel
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    Chapter 17 A Survey of Coding Methods for the Adder Channel
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    Chapter 18 Communication Network with Self-Similar Traffic
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    Chapter 19 Error Probabilities for Identification Coding and Least Length Single Sequence Hopping
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    Chapter 20 A New Upper Bound on Codes Decodable into Size-2 Lists
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    Chapter 21 Constructions of Optimal Linear Codes
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    Chapter 22 New Applications and Results of Superimposed Code Theory Arising from the Potentialities of Molecular Biology
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    Chapter 23 Rudified Convolutional Encoders
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    Chapter 24 On Check Digit Systems Using Anti-Symmetric Mappings
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    Chapter 25 Switchings and Perfect Codes
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    Chapter 26 On Superimposed Codes
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    Chapter 27 The MacWilliams Identity for Linear Codes over Galois Rings
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    Chapter 28 On the Structure of a Common Knowledge Created by Correlated Observations and Transmission over Helping Channels
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    Chapter 29 How to Broadcast Privacy: Secret Coding for Deterministic Broadcast Channels
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    Chapter 30 Asymptotically Tight Bounds on the Key Equivocation Rate for Additive-Like Instantaneous Block Encipherers
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    Chapter 31 Space Efficient Linear Time Computation of the Burrows and Wheeler-Transformation
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    Chapter 32 Sequences Incompressible by SLZ (LZW), Yet Fully Compressible by ULZ
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    Chapter 33 Universal Coding of Non-Prefix Context Tree Sources
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    Chapter 34 How Much can You Win when Your Adversary is Handicapped?
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    Chapter 35 On Random-Access Data Compaction
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    Chapter 36 Universal Lossless Coding of Sources with Large and Unbounded Alphabets
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    Chapter 37 Metric Entropy Conditions for Kernels, Schatten Classes and Eigenvalue Problems
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    Chapter 38 On Subshifts and Topological Markov Chains
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    Chapter 39 Large Deviations Problem for the Shape of a Random Young Diagram with Restrictions
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    Chapter 40 BSC: Testing of Hypotheses with Information Constraints
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    Chapter 41 The Ahlswede-Daykin Theorem
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    Chapter 42 Some Aspects of Random Shapes
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    Chapter 43 Decision Support Systems with Multiple Choice Structure
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    Chapter 44 Quantum Computers and Quantum Automata
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    Chapter 45 Routing in All-Optical Networks: Algorithmic and Graph-Theoretic Problems
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    Chapter 46 Proving the Correctness of Processors with Delayed Branch Using Delayed PC
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    Chapter 47 Communication Complexity of Functions on Direct Sums
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    Chapter 48 Ordering in Sequence Spaces: An Overview
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    Chapter 49 Communication Complexity and BDD Lower Bound Techniques
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    Chapter 50 Reminiscences about Professor Ahlswede and a Last Word by Thomas Mann
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Title
Numbers, Information and Complexity
Published by
Springer US, April 2013
DOI 10.1007/978-1-4757-6048-4
ISBNs
978-1-4419-4967-7, 978-1-4757-6048-4
Editors

Althöfer, Ingo, Cai, Ning, Dueck, Gunter, Khachatrian, Levon, Pinsker, Mark S., Sárközy, Andras, Wegener, Ingo, Zhang, Zhen

Mendeley readers

Mendeley readers

The data shown below were compiled from readership statistics for 3 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
United Kingdom 1 33%
Unknown 2 67%

Demographic breakdown

Readers by professional status Count As %
Professor 1 33%
Professor > Associate Professor 1 33%
Student > Master 1 33%
Readers by discipline Count As %
Mathematics 1 33%
Linguistics 1 33%
Engineering 1 33%