<--- Back to Details
First PageDocument Content
Measure theory / Probability space / Sigma-algebra / Borel set / Regular conditional probability / Conditional expectation / Radon–Nikodym theorem / Mathematical analysis / Probability theory / Mathematics
Date: 2009-08-03 15:31:09
Measure theory
Probability space
Sigma-algebra
Borel set
Regular conditional probability
Conditional expectation
Radon–Nikodym theorem
Mathematical analysis
Probability theory
Mathematics

regula-2.dvi

Add to Reading List

Source URL: www.scielo.cl

Download Document from Source Website

File Size: 225,34 KB

Share Document on Facebook

Similar Documents

Measure theory / Metric geometry / Mathematics / Wasserstein metric / Statistical distance / Symbol / Kullback–Leibler divergence / Probability space / Radon–Nikodym theorem / Mathematical analysis / Probability theory / Statistics

ON CHOOSING AND BOUNDING PROBABILITY METRICS ALISON L. GIBBS AND FRANCIS EDWARD SU Manuscript version January 2002 Abstract. When studying convergence of measures, an important issue is the choice of probability metric.

DocID: 1aQgK - View Document

Algebra / Papyrus 1 / Mathematics / Commutative algebra / Localization / Radon–Nikodym theorem / Cardinal number / Symbol / Norm

Polynomial Constraints for Sets with Cardinality Bounds Bruno Marnette1 , Viktor Kuncak2 , and Martin Rinard2 1 ENS de Cachan, France

DocID: 1afkH - View Document

Metric outer measure / Hausdorff measure / Support / Outer measure / Radon–Nikodym theorem / Absolute continuity / Mathematical analysis / Metric geometry / Measure theory

Hausdorff measure Jordan Bell Department of Mathematics, University of Toronto October 29, 2014

DocID: 189Ua - View Document

Measure / Radon–Nikodym theorem / Decomposition of spectrum / Mathematical analysis / Lp space / Measure theory

Microsoft Word - ijita12-2.doc

DocID: 17VsV - View Document

Sigma-algebra / Radon–Nikodym theorem / Hahn decomposition theorem / Probability space / Support / Σ-finite measure / Lp space / Borel set / Independence / Mathematical analysis / Probability theory / Measure theory

Chapter 6 Lp Spaces Lp spaces are the most interesting examples of Banach spaces and play a salient role in modern analysis. In this chapter basic features of Lp spaces are studied; in particular, their dual spaces are

DocID: 11prZ - View Document