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Lectures
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|
Section
|
Day
|
Meeting Times
|
Location
|
Lecturer
|
|
010x
|
MWF
|
9-9:50AM
|
CSS 2324
|
Postow
|
|
020x
|
MWF
|
10-10:50 AM
|
CSS 2324
|
Postow
|
|
030x
|
MWF
|
11-11:50 AM
|
CSS 2324
|
Postow
|
|
040x
|
MWF
|
1-1:50 PM
|
JMP 3201
|
Lin
|
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Discussions
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Discussion sections meet on Mondays and Wednesdays.
|
Section
|
Meeting Times
|
Location
|
TA
|
|
0101
|
10-10:50 PM
|
CLB 0109
|
Seungjoon Lee
|
|
0102
|
11-11:50 PM
|
CLB 0109
|
Rachel Green
|
|
0201
|
10-10:50 PM
|
CSS 2330
|
Eric Johnson
|
|
0202
|
11-11:50 PM
|
CSS 2330
|
Dan Levy
|
|
0301
|
10-10:50 PM
|
CSS 2352
|
Bo-Hyung Han
|
|
0302
|
11-11:50 PM
|
CSS 2352
|
Bo-Hyung Han
|
|
0401
|
10-10:50 PM
|
CLB 0102
|
Larry D'Anna
|
|
0402
|
11-11:50 PM
|
CSS 2352
|
Bill Woessner
|
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Teaching Assistant Office Hours
- Note: All TA office hours are in AV Williams, Room 1151.
Office hours and TAs to be announced at a later time. Office
hours will begin on Wednesday, September 6 (there are no office
hours that day, so office hours begins on Thursday).
-
Webmaster
-
Bill Woessner.
-
Text
- Discrete Mathematics with Applications by S. Epp,
Second Edition
-
Grading Scheme
-
The percentages listed below may be subject to change.
- 2 Midterm Exams: 25% each
- 1 Final Exam: 30%
- Homeworks: 10% (total)
- Quizzes: 10% (total)
Exams
-
Exams will be given on a weekday evening, and they will be an hour and
a half long--see dates below. If you miss an exam but have a
documented excuse and you contact us on the day of the exam (or
earlier) then you will be given a makeup exam. You must bring either
contact information for your employer, teacher, etc. or a doctor's
note (or we must verify that you have a course that meets at the same
time as the exam). If you have a conflict with the final due to
another exam, you must contact your instructor at least two weeks
prior to the final exam to arrange a makeup final.
Verification of Visit forms from the health center are NOT
sufficient. A valid excuse must indicate the dates which you were
unable to attend classes. Once you take an exam you CANNOT later claim
that you were sick.
Students will not be allowed to use calculators on the exam.
Approximate Exam Dates (Subject to Change)
-
| Exam 1: |
March 1: 6:00-7:30 PM |
| Exam 2: |
April 5: 6:00-7:30 PM |
| Final |
Saturday May 19, 4-6 pm. |
The location of the exams will be announced in class and on the
webpage.
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Class Webpage
-
The CMSC 250 webpage will be located at:
http://www.cs.umd.edu/class/spring2000/cmsc250/
The website will include all of the homework assignments that have
been given out. TAs and instructors will NOT have extra copies of
the HW since you are expected to get them from the web if you lose
them. You are expected to check the class webpage on a regular basis
regarding information concerning the course.
-
Homeworks
-
Homeworks will generally be handed out Wednesday in discussion
section and will be due the following Wednesday AT THE BEGINNING of
the discussion section which you are officially registered for.
You may discuss homework problems with other students, but it is
expected that the solution you submit for grading will be written
by you alone. Homeworks should be submitted on a separate sheet of
paper. ALWAYS put your name and student ID number on your
homework!!! Also, staple your homework sheets together if there are
multiple pages. Homeworks should be written NEATLY! We will not
accept late homeworks without valid, documented excuse.
Challenge problems count towards LETTERS OF RECOMMENDATION, not
towards grade. Please turn them in on a separate sheet of paper
stapled to your homework.
Quizzes
-
Quizzes will be held every week on Monday during recitation
(unless there is an exam scheduled on that Monday). You may be
excused from a quiz if you provide a valid documented excuse to your
instructor as soon as you are able. Medical excuses must indicate
that you were unable to attend classes on the date of the quiz. If you
provide a valid, documented excuse, your final quiz grade will will be
computed by averaging the other quiz scores.
Course Outline
- Chapter 1 and 2.
Propositional and Predicate logic, circuits.
(4 weeks)
-
Chapter 3. Elementary Number Theory.
(1 2/3 weeks)
-
Chapter 4.
Summations, Recurrences, Mathematical induction,
(2 1/3 weeks)
-
Chapter 5.
Sets, Venn diagrams, Cartesian products, power sets.
(1 week)
-
Chapter 7.
Functions, pigeon-hole principle, Cardinality.
(2 weeks)
-
Chapter 10.
Relations, reflexivity, symmetry, transitivity.
(1 1/3 weeks)
-
Chapter 12.
Graph Theory.
(2 weeks)
Additional Info
-
All material on this syllabus is tentative, and given due notice
to the student, the instructors reserve the right to change it at
any time.