Applications of Measure Theory to Statistics
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Abstract
Individual chapters are listed in the "Chapters" tab
Suggested Citation
DOI: 10.1007/978-3-319-45578-5
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Book Chapters
The following chapters of this book are listed in IDEAS- Gogi Pantsulaia, 2016. "Calculation of Improper Integrals by Using Uniformly Distributed Sequences," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 1-18, Springer.
- Gogi Pantsulaia, 2016. "Infinite-Dimensional Monte Carlo Integration," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 19-46, Springer.
- Gogi Pantsulaia, 2016. "Structure of All Real-Valued Sequences Uniformly Distributed in $$[-\frac{1}{2}, \frac{1}{2}]$$ [ - 1 2 , 1 2 ] from the Point of View of Shyness," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 47-56, Springer.
- Gogi Pantsulaia, 2016. "On Moore–Yamasaki–Kharazishvili Type Measures and the Infinite Powers of Borel Diffused Probability Measures on R," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 57-71, Springer.
- Gogi Pantsulaia, 2016. "Objective and Strong Objective Consistent Estimates of Unknown Parameters for Statistical Structures in a Polish Group Admitting an Invariant Metric," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 73-106, Springer.
- Gogi Pantsulaia, 2016. "Why Null Hypothesis Is Rejected for Almost Every Infinite Sample by the Hypothesis Testing of a Maximal Reliability," Springer Books, in: Applications of Measure Theory to Statistics, chapter 0, pages 107-118, Springer.
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