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1.

図書

図書
Jorma Rissanen
出版情報: Singapore ; Teaneck, N.J. : World Scientific, c1989  iii, 177 p. ; 23 cm
シリーズ名: Series in computer science ; v. 15
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2.

電子ブック

EB
Jorma Rissanen
出版情報: Springer eBooks Computer Science , Springer New York, 2007
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目次情報: 続きを見る
Introduction / 1:
Information and Coding / Part I:
Shannon-Wiener Information / 2:
Coding of Random Variables / 2.1:
Universal prior for integers and their coding / 2.1.1:
Basic Properties of Entropy and Related Quantities / 2.2:
Channel Capacity / 2.3:
Chain Rules / 2.4:
Jensen's Inequality / 2.5:
Theory of Types / 2.6:
Equipartition Property / 2.7:
Coding of Random Processes / 3:
Random Processes / 3.1:
Entropy of Stationary Processes / 3.2:
Markov Processes / 3.3:
Tree Machines / 3.4:
Tunstall's Algorithm / 3.5:
Arithmetic Codes / 3.6:
Universal Coding / 3.7:
Lempel-Ziv and Ma algorithms / 3.7.1:
Statistical Modeling / Part II:
Kolmogorov Complexity / 4:
Elements of Recursive Function Theory / 4.1:
Complexities / 4.2:
Kolmogorov's Structure Function / 4.3:
Stochastic Complexity / 5:
Model Classes / 5.1:
Exponential family / 5.1.1:
Maximum entropy family with simple loss functions / 5.1.2:
Universal Models / 5.2:
Mixture models / 5.2.1:
Normalized maximum-likelihood model / 5.2.2:
A predictive universal model / 5.2.3:
Conditional NML model / 5.2.4:
Strong Optimality / 5.3:
Prediction bound for [alpha]-loss functions / 5.3.1:
Structure Function / 6:
Partition of Parameter Space / 6.1:
Model Complexity / 6.2:
Sets of Typical Sequences / 6.3:
Optimally Distinguishable Models / 7:
Special Cases / 7.1:
Bernoulli class / 7.1.1:
Normal distributions / 7.1.2:
The MDL Principle / 8:
Applications / 9:
Hypothesis Testing / 9.1:
Universal Tree Machine and Variable-Order Markov Chain / 9.2:
Extension to time series / 9.2.1:
Linear Regression / 9.3:
Orthonormal regression matrix / 9.3.1:
MDL Denoising / 9.4:
Linear-quadratic denoising / 9.4.1:
Histogram denoising / 9.4.2:
AR and ARMA Models / 9.5:
AR models / 9.5.1:
ARMA models / 9.5.2:
Logit Regression / 9.6:
References
Index
Introduction / 1:
Information and Coding / Part I:
Shannon-Wiener Information / 2:
3.

電子ブック

EB
Jorma Rissanen
出版情報: SpringerLink Books - AutoHoldings , Springer New York, 2007
所蔵情報: loading…
目次情報: 続きを見る
Introduction / 1:
Information and Coding / Part I:
Shannon-Wiener Information / 2:
Coding of Random Variables / 2.1:
Universal prior for integers and their coding / 2.1.1:
Basic Properties of Entropy and Related Quantities / 2.2:
Channel Capacity / 2.3:
Chain Rules / 2.4:
Jensen's Inequality / 2.5:
Theory of Types / 2.6:
Equipartition Property / 2.7:
Coding of Random Processes / 3:
Random Processes / 3.1:
Entropy of Stationary Processes / 3.2:
Markov Processes / 3.3:
Tree Machines / 3.4:
Tunstall's Algorithm / 3.5:
Arithmetic Codes / 3.6:
Universal Coding / 3.7:
Lempel-Ziv and Ma algorithms / 3.7.1:
Statistical Modeling / Part II:
Kolmogorov Complexity / 4:
Elements of Recursive Function Theory / 4.1:
Complexities / 4.2:
Kolmogorov's Structure Function / 4.3:
Stochastic Complexity / 5:
Model Classes / 5.1:
Exponential family / 5.1.1:
Maximum entropy family with simple loss functions / 5.1.2:
Universal Models / 5.2:
Mixture models / 5.2.1:
Normalized maximum-likelihood model / 5.2.2:
A predictive universal model / 5.2.3:
Conditional NML model / 5.2.4:
Strong Optimality / 5.3:
Prediction bound for [alpha]-loss functions / 5.3.1:
Structure Function / 6:
Partition of Parameter Space / 6.1:
Model Complexity / 6.2:
Sets of Typical Sequences / 6.3:
Optimally Distinguishable Models / 7:
Special Cases / 7.1:
Bernoulli class / 7.1.1:
Normal distributions / 7.1.2:
The MDL Principle / 8:
Applications / 9:
Hypothesis Testing / 9.1:
Universal Tree Machine and Variable-Order Markov Chain / 9.2:
Extension to time series / 9.2.1:
Linear Regression / 9.3:
Orthonormal regression matrix / 9.3.1:
MDL Denoising / 9.4:
Linear-quadratic denoising / 9.4.1:
Histogram denoising / 9.4.2:
AR and ARMA Models / 9.5:
AR models / 9.5.1:
ARMA models / 9.5.2:
Logit Regression / 9.6:
References
Index
Introduction / 1:
Information and Coding / Part I:
Shannon-Wiener Information / 2:
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