CIS 4930/6930 Algorithms for Robotics
-- Fall 2011
Schedule: T & TH 12:30 pm - 1:45 pm Location: CHE 302 Instructor: Yu Sun (contact information) Office Hours: ENB 331, T & TH 1:45 pm - 3:15 pm TA: No TA Hours: No |
Objectives: | |
Students will be taught - 1. Robot motion planning 2. SLAM 3. Robot learning |
Pre-Requisites: | |
Probability/statistics, linear algebra, data structure, and some basic knowledge of robot kinematics.
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Textbooks: | |
Required: | |
Principles of Robot Motion: Theory, Algorithms, and Implementations ISBN-10: 0-262-03327-5 ISBN-13: 978-0-262-03327-5 | |
Reference Book: | |
Probabilistic Robotics ISBN-10: 0-262-20162-3 ISBN-13: 978-0-262-20162-9 |
Schedule (tentative): |
Date | Topics and notes | Reading | Homework | Due |
23 Aug | Introduction | |||
25 Aug | Review Kinematics | Handout | ||
30 Aug | Confituration Space | Chapter 3 | HW1 | |
1 Sep | Cancelled | |||
6 Sep | Potential Field | Chapter 4.1-4 | ||
8 Sep | Wave-front | Chapter 4.5 | ||
13 Sep | Roadmaps and Cell Decompostions | Chapter 5 and 6 | HW2 | HW1 |
15 Sep | PRM | Chapter 7 | ||
20 Sep | Kalman Filter | Chapter 8.1 8.2 | ||
22 Sep | Kalman Filter | Chapter 8.3 8.4 | Lab 1 handout | |
27 Sep | Lab 1 section 1 | HW2 | ||
29 Sep | Lab 1 section 2 | |||
4 Oct | Kalman Filter | Chapter 8.3 8.4 | HW3 | |
6 Oct | Kalman Filter for mobile robots | Chapter 8.4 | ||
11 Oct | Midterm | |||
13 Oc | Midterm revisit | |||
18 Oct | Kalman Filter Examples | |||
20 Oct | Bayes Filter | Chapter 9 | ||
25 Oct | Particle Filter | Chapter 9 | ||
27 Oct | Particle Filter | Chapter 9 | HW4 | HW3 |
1 Nov | Mapping | Chapter 9 | ||
3 Nov | Mapping | Chapter 9 | ||
8 Nov | SLAM | Chapter 9 | ||
10 Nov | Sensors - Cameras | Lab 2 Handout | HW4 | |
15 Nov | Lab 2 Section 1 | |||
17 Nov | Lab 2 Section 2 | |||
22 Nov | Learning from Demonstration | HW5 | ||
24 Nov | Holiday | |||
29 Nov | Final review | |||
1 Dec | Final |
Homework: |
Most of the homework has programming problems that can be completed in Matlab or C++. |
Grading: |
30% homework (6% for each assignment) 20% labs (10% for each lab) 20% midterm exam 30% final exam |
Attendance assessed through pop quizzes: |
Five pop quizzes will be given for total 5% extra points (1% each) adding to the final grade. They will consist each of a simple question that you should be able to answer in 2 or 3 minutes. The questions will always relate to the last lecture. |
Tentative Grading Scale: |
The tentative grading scale could be as follows.
97 -- 100 A+ 93 -- 96 A 90 -- 92 A- 87 -- 89 B+ 83 -- 86 B 80 -- 82 B- 77 -- 79 C+ 73 -- 76 C 70 -- 72 C- 65 -- 69 D+ 60 -- 64 D 0 -- 59 F |
Procedures for Alleged Academic Dishonesty or Disruption Of Academic Process: |
See current undergraduate catalog.
http://www.ugs.usf.edu/catalogs/0405/adadap.htm
(Or search for “cheating”) |
Departmental Policy: |
All students enrolled in courses taught by the Computer Science and Engineering Department are advised that unless an instructor specifies otherwise, all work done in homework, programming, or exams must be the result of a student’s individual effort. Students who copy, or who provide material for others to copy, or who show dishonesty in their work as described in the university catalog, will be subject to disciplinary action, typically the receipt of a failing grade in the course, but also possible academic dismissal from the program. |
Course Policy: |
Programming homework/projects will be graded. It is OK to discuss homework/projects with other students, but outright copying is not acceptable.
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Communications: |
Be sure you can log in and can find this class under the Courses tab. Be sure you can find Assignments for this class. Be sure you can receive messages. Don’t let backlog exceed your quota. |
Disabilities, Absences: |
Students with disabilities are encouraged to consult me as soon as possible. If accommodations are needed, a letter from the Office of Student Disability Services (SVC1133) will be required. Please inform me if there is a need for alternate format for documents or a note taker. Students who anticipate the necessity of being absent from class due to the observation of a major religious observance must provide notice of the date (or dates) to me, in writing, by the second class meeting. Students who must miss an exam due to participating in a varsity athletic event should contact me two weeks in advance in order to make alternative arrangements. |