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*Peter: as far as your question about the Lebesgue Dom. Conv. Thm generalization, you can do it with convergence in measure, see Royden, problem 21 of Chapter 4. | *Peter: as far as your question about the Lebesgue Dom. Conv. Thm generalization, you can do it with convergence in measure, see Royden, problem 21 of Chapter 4. | ||
-Coach | -Coach | ||
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| + | [[8.5_Old Kiwi|#2 Solution]] | ||
[[8.5_Old Kiwi|#5 Solution]] | [[8.5_Old Kiwi|#5 Solution]] | ||
[[8.7_Old Kiwi|#7 Solution]] | [[8.7_Old Kiwi|#7 Solution]] | ||
Revision as of 09:24, 16 July 2008
Questions from class:
- Ben Ward: Royden Chapter 5, sect. 4, Corollary 15 gives f is absolutely continuous iff its the indef. integral of its derivative.
- Peter: as far as your question about the Lebesgue Dom. Conv. Thm generalization, you can do it with convergence in measure, see Royden, problem 21 of Chapter 4.
-Coach
