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Dominated convergence theorem
(section)
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==References== * {{cite book | last = Bartle | first = R.G. | title = The Elements of Integration and Lebesgue Measure | year = 1995 | publisher = Wiley Interscience | isbn = 9780471042228 | url = https://books.google.com/books?id=8oNGAAAAYAAJ }} * {{cite book | last = Royden | first = H.L. | title = Real Analysis | year = 1988 | publisher = Prentice Hall | isbn = 9780024041517 | url = https://books.google.com/books?id=J4k_AQAAIAAJ }} * {{cite book |first=Alan J. |last=Weir |title=Lebesgue Integration and Measure |location=Cambridge |publisher=Cambridge University Press |year=1973 |pages=93β118 |chapter=The Convergence Theorems |isbn=0-521-08728-7 }} * {{cite book | last = Williams | first = D. | authorlink = David Williams (mathematician) | title = Probability with martingales | year = 1991 | publisher = Cambridge University Press | isbn = 0-521-40605-6 }} *{{cite web | url = https://web.ma.utexas.edu/users/gordanz/notes/conditional_expectation.pdf | title = Lecture10: Conditional Expectation | last = Zitkovic | first = Gordan | date = Fall 2013 | access-date = December 25, 2020 }} {{Measure theory}} [[Category:Theorems in real analysis]] [[Category:Theorems in measure theory]] [[Category:Theorems in probability theory]] [[Category:Articles containing proofs]]
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