Instructor: Dr. G. Lugo
Office Hours: Br 224. M - F 11:00-11:50 or by appointment
Textbooks: Advanced Calculus of Several Variables. C. H. Edwards Jr.
Note: Advanced Calculus is a a year sequence consisting of Math 366-Math 367
| Syllabus: | Chapter 1 | Euclidean Space and Linear Mappings. |
| Chapter 2. | Multivariable Differential Calculus. | |
| Chapter 3. | Successive Approximations and Implicit Functions | |
| Chapter 4 | Multiple Integrals. | |
| Chapter 5 | Differential Forms and Stokes’ Theorem. | |
| The heart of the course is chapter 5. We will not cover all the material included in the preceding chapters, but will cover every thing that is needed to completely understand Stoke’s Theorem. | ||
| Grading: | The grade will be based on the cumulative distribution of your scores on the following | |
| Homework | 100 points | |
| Exam 1 | 100 points | |
| Exam 2 | 100 points | |
| Final | 200 points. (Comprehensive). | |
| Fine-tuning of the grade will take into account other factors such as attendance, improvement, grade distribution, consistency, and class participation. Efforts will be made to device exams which will result on a ten point grading scale. | ||
| Make-ups: | There will be no make-ups, no early exams. No exceptions! |
| Honor Code: | Complete academic honesty is expected from all
students. Please, read section V of the Undergraduate Academic Honor Code. |
| Attendance: | Do not miss any classes, but most important, do not miss any exams! |