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Learning Theory

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Cover of 'Learning Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Ranking and Scoring Using Empirical Risk Minimization
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    Chapter 2 Learnability of Bipartite Ranking Functions
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    Chapter 3 Stability and Generalization of Bipartite Ranking Algorithms
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    Chapter 4 Loss Bounds for Online Category Ranking
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    Chapter 5 Margin-Based Ranking Meets Boosting in the Middle
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    Chapter 6 Martingale Boosting
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    Chapter 7 The Value of Agreement, a New Boosting Algorithm
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    Chapter 8 Learning Theory
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    Chapter 9 Generalization Error Bounds Using Unlabeled Data
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    Chapter 10 On the Consistency of Multiclass Classification Methods
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    Chapter 11 Sensitive Error Correcting Output Codes
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    Chapter 12 Data Dependent Concentration Bounds for Sequential Prediction Algorithms
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    Chapter 13 The Weak Aggregating Algorithm and Weak Mixability
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    Chapter 14 Tracking the Best of Many Experts
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    Chapter 15 Improved Second-Order Bounds for Prediction with Expert Advice
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    Chapter 16 Competitive Collaborative Learning
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    Chapter 17 Analysis of Perceptron-Based Active Learning
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    Chapter 18 A New Perspective on an Old Perceptron Algorithm
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    Chapter 19 Fast Rates for Support Vector Machines
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    Chapter 20 Exponential Convergence Rates in Classification
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    Chapter 21 General Polynomial Time Decomposition Algorithms
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    Chapter 22 Approximating a Gram Matrix for Improved Kernel-Based Learning
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    Chapter 23 Learning Convex Combinations of Continuously Parameterized Basic Kernels
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    Chapter 24 On the Limitations of Embedding Methods
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    Chapter 25 Leaving the Span
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    Chapter 26 Variations on U-Shaped Learning
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    Chapter 27 Mind Change Efficient Learning
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    Chapter 28 On a Syntactic Characterization of Classification with a Mind Change Bound
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    Chapter 29 Ellipsoid Approximation Using Random Vectors
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    Chapter 30 The Spectral Method for General Mixture Models
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    Chapter 31 On Spectral Learning of Mixtures of Distributions
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    Chapter 32 From Graphs to Manifolds – Weak and Strong Pointwise Consistency of Graph Laplacians
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    Chapter 33 Towards a Theoretical Foundation for Laplacian-Based Manifold Methods
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    Chapter 34 Learning Theory
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    Chapter 35 Localized Upper and Lower Bounds for Some Estimation Problems
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    Chapter 36 Improved Minimax Bounds on the Test and Training Distortion of Empirically Designed Vector Quantizers
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    Chapter 37 Rank, Trace-Norm and Max-Norm
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    Chapter 38 Learning a Hidden Hypergraph
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    Chapter 39 On Attribute Efficient and Non-adaptive Learning of Parities and DNF Expressions
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    Chapter 40 Unlabeled Compression Schemes for Maximum Classes
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    Chapter 41 Trading in Markovian Price Models
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    Chapter 42 From External to Internal Regret
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    Chapter 43 Separating Models of Learning from Correlated and Uncorrelated Data
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    Chapter 44 Asymptotic Log-Loss of Prequential Maximum Likelihood Codes
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    Chapter 45 Teaching Classes with High Teaching Dimension Using Few Examples
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    Chapter 46 Optimum Follow the Leader Algorithm
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    Chapter 47 The Cross Validation Problem
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    Chapter 48 Compute Inclusion Depth of a Pattern
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Title
Learning Theory
Published by
Springer Berlin Heidelberg, June 2005
DOI 10.1007/b137542
ISBNs
978-3-54-026556-6, 978-3-54-031892-7
Editors

Auer, Peter, Meir, Ron

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Geographical breakdown

Country Count As %
Unknown 1 100%

Demographic breakdown

Readers by professional status Count As %
Researcher 1 100%
Readers by discipline Count As %
Chemistry 1 100%