Math 5378, Dierential Geometry Homework 1 Due in-class on Wednesday, January 30 Numbered exercises are from Do Carmo, Dierential Geometry of Curves and Surfaces. 1. Section 1.2, Exercise 1. 2. Section 1.2, Exercise 3. 3. Section 1.2, Exercise 4. 4. Find a
Math 5378, Differential Geometry Homework 9 Due in-class on Wednesday, April 9 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 4.2, number 1. 2. Section 4.2, number 2. 3. Section 4.2, number 11. 4. Section 4.
Math 5378, Differential Geometry Homework 8 Due in-class on Wednesday, April 2 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 3.3, number 5. 2. Section 3.3, number 11. 3. Section 3.3, number 20. 4. Section 3
Math 5378, Dierential Geometry Homework 11 Due in-class on Wednesday, April 23 Numbered exercises are from Do Carmo, Dierential Geometry of Curves and Surfaces. 1. Section 4.4, number 15. 2. Section 4.4, number 17. 3. Section 4.4, number 21. 4. Section 4.
Math 5378, Differential Geometry Last Homework Due in-class on Friday, May 9 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 4.5, number 6. 2. Section 4.5, number 7. 3. Section 4.5, number 8. 4. Section 4.6,
Math 5378, Differential Geometry Homework 5 Due in-class on Wednesday, February 27 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 2.4, Exercise 11. 2. Section 2.4, Exercise 16. 3. Section 2.4, Exercise 18. 4
Math 5378, Dierential Geometry Homework 6 Due in-class on Wednesday, March 12 Numbered exercises are from Do Carmo, Dierential Geometry of Curves and Surfaces. 1. Section 2.5, number 14. 2. Section 3.2, number 3. 3. Section 3.2, number 4. 4. Section 3.2,
Math 5378, Differential Geometry Homework 4 Due in-class on Wednesday, February 20 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 2.3, Exercise 2. 2. Section 2.3, Exercise 3. 3. Section 2.3, Exercise 9. 4. S
Math 5378, Dierential Geometry Homework 2 Due in-class on Wednesday, February 6 Numbered exercises are from Do Carmo, Dierential Geometry of Curves and Surfaces. 1. Prove the Leibniz formula (t) (t) = (t) (t) + (t) (t). 2. Suppose u and v are vectors in R
Math 5378, Differential Geometry Homework 10 Due in-class on Wednesday, April 16 Numbered exercises are from Do Carmo, Differential Geometry of Curves and Surfaces. 1. Section 4.3, number 7. 2. Section 4.4, number 2. 3. Section 4.4, number 3. 4. Section 4