| Instructor |
Greg Plaxton
(office hours W 4-5 and F 3-4, TAY 3.132; email: plaxton at cs)
|
| |
|
| Teaching Assistant |
Chinmayi
Krishnappa (office hours T 10-11 and Th 4-5, Desk 1 in ENS 31NQ;
email: chinmayi at cs). Directions to ENS 31NQ: (1) take the elevator
down to "LB" (lower basement); (2) exit the elevator to the right; (3)
keep going down the hallway, which will curve to the right; (4) enter
room 31NR, which will be on your left; (5) go through 31NR to a
smaller room, which is 31NQ; (6) there are six desks marked 1 through
6. |
| |
|
| Extended Office
Hours | Each of the four office hours listed above
will be extended half an hour (e.g., W 4-5:30 instead of W 4-5)
if there is a test or an assignment due during the week following the
office hour. Example: Suppose that an assignment is due at 10am on
Wednesday, September 24. Then every office hour between 10am on
Wednesday, September 17 and 10am on Wednesday, September 24 will be
extended by half an hour. |
| |
|
| Class Time |
MWF 10-11 |
| |
|
| Class Location |
ENS 145 |
| |
|
| Textbook |
The textbook for the course is Algorithm Design by Kleinberg
and Tardos (Addison-Wesley, 2006).
|
| |
|
| Course Outline |
The following major topics will be covered: analysis of
algorithms, graph algorithms, greedy algorithms, divide-and-conquer,
dynamic programming, network flow, NP-completeness, approximation
algorithms, randomized algorithms. See the schedule for a more detailed specification of
the lecture plan. |
| |
|
| Assignments |
There will be six assignments. For the most part, the assignments
will involve paper-and-pencil problem solving. However, some of the
assignments will include a small programming component. You are
allowed to discuss high-level approaches to the assignment problems
with other members of the class, but you are not allowed to discuss or
exchange detailed solutions. |
| |
|
| Quizzes |
Most of the lectures will include a brief quiz based on material from
the previous lecture. The quizzes are open book/notes. As explained
in the section below entitled "Overall Raw Score", all of your low
quiz scores will be dropped in the computation of your course grade.
If you miss a quiz for any reason (legitimate or otherwise), your
score for that quiz will be a zero, so it will be dropped. |
| |
|
| Tests |
There will be three in-class tests. The tests will be closed book and
closed notes; you are only allowed to bring one page of notes (both
sides may be used). The first test will be held on Monday, September
29 and will cover all of the course material up to September 26.
The second test will be held on Friday, October 31 and will
cover all of the course material from October 1 to October 29. The
third test will be held on Friday, December 5 and will cover
all of the course material from November 3 onward. Please try to
arrive in class a few minutes early on the test dates; this will allow
us to start the test right at the beginning of the class period.
|
| |
|
| Make-Up Tests |
Please note that no make-up tests will be given in this course. If a
student has a legitimate and properly documented excuse for missing
one of the tests, the missing test score will be estimated as the
average of the other two test scores. More complicated scenarios,
e.g., where a student misses two tests for legitimate reasons, will be
treated on a case-by-case basis. In the event of a non-excused
absence, a score of zero will be assigned. |
| |
|
| Overall Raw Score |
Each student's overall raw score, out of 100 points, will be
determined from performance on the six assignments, the quizzes, and
the three tests. Assignment 0 is worth 4 points, and Assignments 1
through 5 are each worth 8 points, for a total of 44 points. The
remainder of the raw score is determined as follows. Let x denote
your average score on the tests (expressed as a fraction, e.g., if you
have a 70% test average, then x is 0.7), let n denote the total number
of quizzes, let A denote the set of quizzes on which you scored higher
than your test average, let y denote your average score (again
expressed as a fraction) over the quizzes in set A, and let w denote
32 * |A| / n. Then your raw score out of 56 for the quizzes and tests
is (56 - w) * x + w * y. Example 1: Mary doesn't take any of the
quizzes, but she scores 100% on all three tests. Mary's raw score for
the quizzes and tests is 56 out of 56. Example 2: Joe enjoys a brief
quiz -- and aces all of them -- but, for unknown reasons, he refuses
to participate in any sort of "test". Joe's raw score for the quizzes
and tests is 32 out of 56. Example 3: Pat has a test average of 75%,
and gets better than 75% on 27 out of a total of 36 quizzes. The
average of Pat's top 27 quiz scores is 90%. Pat's raw score for the
quizzes and tests is (56 - 24) * 0.75 + 24 * 0.9 = 45.6 out of 56, or
81.43%. |
| |
|
| Letter Grades |
The nominal cutoff for getting an A in the course is 90. For a B, it
is 80, and for a C, it is 60. These nominal cutoffs will not be
increased; for example, a student achieving a raw score of 90 is
guaranteed to get an A in the course. These cutoffs might be lowered
if necessary in order to improve the grade distribution. |
| |
|
| Feedback |
Throughout the semester, please feel free to provide feedback to the
instructor regarding any aspect of the course. If you wish to provide
feedback anonymously, one way to do so is to turn in an extra sheet with
comments whenever a quiz is being collected. |
| |
|
| Academic Dishonesty |
Cheating on the assignments, quizzes, or tests will not be tolerated.
If you find yourself overwhelmed by coursework or other special
circumstances, do not resort to cheating. Instead, make an
appointment to see the instructor to discuss your situation. |