CMSC 250: Discrete Structures Syllabus Fall 2003
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Instructor Information |
Name: Jan Plane |
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Email: jplane@dc.umd.edu |
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Phone: 301-405-2754 |
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Office: AVWilliams 1113 |
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Office Hours: Mon 11-12,Wed 10-12,Tu&Th2-3 Office Hours are Also Available by Appointment |
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Lecture Sections |
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Lab Sections |
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Teaching Assistants |
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Name |
email |
Office Hours |
Assignment |
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Tamer ElSayed |
Tu 12:30-2pm & 3:30-4:30pm; Th 12:30-2pm |
Teaching TA for 03 |
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Nhu-Uyen Cung |
Tu 5-6pm ; W 9-10am |
Grading TA for 03 |
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Michael Furr |
Tu 11am-12:30 ; W 10-11:30am ; F 2-3pm |
Teaching TA for 04 |
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Meghan Gwyer |
M 4-6pm |
Grading TA for 04 |
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Phil Kirlin |
M 2-4pm |
Administrative TA |
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For office hours, feel free to see the instructor or any of the 5 TAs.
All of the sections will be covering the same information at the same time.
The TA office hours are all held in AVW 1151.
You must be sure to sign-in on the CMSC 250 sign-in sheet every time you request assistance.
Text: Discrete
Mathematics with Applications Second Edition by Susanna Epp, 1995. ISBN
0-534-94446-9
Grading:
- Homework: 15%
- Quizzes: 15%
- 2 Midterms: 20% Each
- Final: 30%
Exams will be given in the evening (on the dates below), with all sections
taking the same exam at the same time. In order to take a makeup exam, you
must bring a documented university-approved excuse, and you must contact us
before the time of the exam. The makeup exam will be given the day following
the scheduled exam. You must also bring the documentation and contact
information for your employer or doctor, etc, so that we may verify that you
had a legitimate excuse. If you have a conflict during the final exam, you must
contact your instructor at least two weeks before the final exam to arrange a makeup
final. Verification of Visit forms from the health center are NOT sufficient
for obtaining a makeup exam. The excuse must indicate the specific dates when
you were unable to attend class. You will not be permitted to use
calculators or any other aids on the exam.
Anticipated Exam Dates
- Exam 1: Thursday, October 16, 5:15-7:00 pm with location TBA.
- Exam 2: Thursday, November 20, 5:15-7:00 pm with location TBA.
- Final Exam: Wednesday, December 17, 4-6 pm with location TBA
The locations will be announced in lecture, lab and on the web page.
The times may need to slide slightly in order to acquire an appropriate classroom.
The dates may need to change in order to accommodate the topic coverage needed for that exam.
WebPage, Posting, Homework, Quizzes and Worksheets
Class Webpage: The class
webpage will be located at http://www.cs.umd.edu/class/fall2003/cmsc250. The website will have all of the
homework assignments on it, and you will be expected to visit the class webpage
regularly for updates on course information. You will also have the option of
printing using the UNIX posting account ~jp250001 to get printouts of
things using postscript.
Homework: Homework will be
handed out on Wednesday, and will be collected the following Wednesday.
Homework is due at the beginning of the discussion section that you are
registered for on Wednesday and will not be accepted late without a valid
documented excuse approved by your instructor. You must work alone on your
homework, and homeworks must be written legibly, single-sided on your own paper
with the answers clearly labeled and in sequential order as assigned (read
further rules on homework description). You must put your name, your student
ID, and the name of your TA and the time of your lecture and discussion section
in the upper right-hand corner of your homework sheet. If you have multiple
pages, staple them together, and be sure that your name is on every sheet.
Quizzes: Quizzes will be
given during every Wednesday discussion section. Makeup quizzes will not be
given, but if you provide a valid documented excuse, your quiz grade will be
calculated using only your other quizzes.
Worksheets: Worksheets will be done during the discussion section on Mondays. These worksheets are for in class time and will not be collected, graded, or available at other times.
Course Outline
1. Chapter 1 and 2. Propositional and Predicate Logic and Circuits. (approx. 4 weeks)
2. Chapter 3. Elementary Number Theory. (approx 2 weeks)
3. Chapter 4. Summations, Recurrences, Mathematical Induction. (approx. 2 weeks)
4. Chapter 5. Sets, Venn Diagrams, Cartesian Products, Power Sets. (approx. 11/2 week)
5. Chapter 6. Counting and Combinations (approx. 1 1/2 weeks)
6. Chapter 7. Functions, Pigeonhole Principle. (approx. 1 1/2 weeks)
7. Chapter 10. Relations, Reflexivity, Symmetry, Transitivity. (approx. 1 week)
8. Chapter 11. Graph Theory. (approx. 1 weeks)