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math104-f21:start [2022/01/11 08:36] pzhou ↷ Links adapted because of a move operation |
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* Principles of Mathematical Analysis, by Walter Rudin | * Principles of Mathematical Analysis, by Walter Rudin | ||
* Introduction to analysis, by Terry Tao. ([[https:// | * Introduction to analysis, by Terry Tao. ([[https:// | ||
- | * notes from 2021 spring [[math104-2021sp: | + | * notes from 2021 spring [[math104-s21: |
==== Grading ==== | ==== Grading ==== | ||
20% homework; 2 midterms 20% + 20%; and final 40%. If you didn't do well in one of the midterm, you have the option to drop it, and final will have a 60% weight. The lowest homework grades will be dropped. | 20% homework; 2 midterms 20% + 20%; and final 40%. If you didn't do well in one of the midterm, you have the option to drop it, and final will have a 60% weight. The lowest homework grades will be dropped. | ||
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==== Week 13 ==== | ==== Week 13 ==== | ||
Rudin Ch 5, Differentiation. | Rudin Ch 5, Differentiation. | ||
- | One can also see notes from 2021 spring [[math104-2021sp: | + | One can also see notes from 2021 spring [[math104-s21: |
* Nov 15: definition. examples. Chain rule. | * Nov 15: definition. examples. Chain rule. | ||
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==== Week 15 ==== | ==== Week 15 ==== | ||
* Office hour of GSI changed this week: 3pm - 6pm Tuesday and 9am-4pm Wednesday. | * Office hour of GSI changed this week: 3pm - 6pm Tuesday and 9am-4pm Wednesday. | ||
- | * Videos from [[math104-2021sp:start|past semester]] are available on bcourse media gallery. You can use them for review. | + | * Videos from [[math104-s21:start|past semester]] are available on bcourse media gallery. You can use them for review. |
* Nov 29: Continuous function and Monotone functions are Riemann integrable. | * Nov 29: Continuous function and Monotone functions are Riemann integrable. |