Geometric Modeling in Probability and Statistics

Ovidiu Calin () and Constantin Udrişte ()
Additional contact information
Ovidiu Calin: Eastern Michigan University, Department of Mathematics
Constantin Udrişte: University Politehnica of Bucharest, Faculty of Applied Sciences, Department of Mathematics-Informatics

in Springer Books from Springer

Date: 2014
Edition: 2014
ISBN: 978-3-319-07779-6
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Chapters in this book:

Ch Chapter 1 Statistical Models

Ovidiu Calin and Constantin Udrişte

Ch Chapter 10 Dual Laplacians

Ovidiu Calin and Constantin Udrişte

Ch Chapter 11 Contrast Functions Geometry

Ovidiu Calin and Constantin Udrişte

Ch Chapter 12 Contrast Functions on Statistical Models

Ovidiu Calin and Constantin Udrişte

Ch Chapter 13 Statistical Submanifolds

Ovidiu Calin and Constantin Udrişte

Ch Chapter 2 Explicit Examples

Ovidiu Calin and Constantin Udrişte

Ch Chapter 3 Entropy on Statistical Models

Ovidiu Calin and Constantin Udrişte

Ch Chapter 4 Kullback–Leibler Relative Entropy

Ovidiu Calin and Constantin Udrişte

Ch Chapter 5 Informational Energy

Ovidiu Calin and Constantin Udrişte

Ch Chapter 6 Maximum Entropy Distributions

Ovidiu Calin and Constantin Udrişte

Ch Chapter 7 An Introduction to Manifolds

Ovidiu Calin and Constantin Udrişte

Ch Chapter 8 Dualistic Structure

Ovidiu Calin and Constantin Udrişte

Ch Chapter 9 Dual Volume Elements

Ovidiu Calin and Constantin Udrişte

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DOI: 10.1007/978-3-319-07779-6

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