|sects. 901,902||MWF||10:20-11:20 and 11:30-12:20
Instructor: JM Landsberg
Office: Blocker 601H
Email: firstname.lastname@example.org please include "220" in the subject line when emailing me
Professor Landsberg's cv
Office hours: Wed. 3-4pm, Thurs. 10:00-11:00 and by appointment
Math 220 Help Sessions: 7:30-9:30 pm BLOC 113 Tuesdays and Wednesdays (starting after 1/22)
901 grader Huy Bui office hour: 2-3 on Tuesday and 2-3 on Thursday 201E BLOC
Extra office hour Monday March 19 3-4pm
Extra office hour Tues. March 20, 3-4pm
Texts: An Introduction to Abstract Mathematics, Bond & Keane and Arithmetic for parents, Aharoni, which can be purchased directly from the publisher here. Readings from Lyons, The House of Wisdom will also be assigned. Both supplementary books are on reserve at Evans library.
Prerequisite: Math 172
CATALOG DESCRIPTION: Foundations of mathematics including logic, set theory, combinatorics, and number theory.
Material Covered: Most of chapters 1-5. Additional topics may be added.
Grading: Midterms (35pts), Homework (15pts), a Writing Project (15pts), short writings (10pts), and a Final Exam (25pts)= 100 points total.
Quizzes will occasionally take place on days homework is due (unannounced). There are no make-ups for quizzes.
First Midterm: Friday Feb. 16 on Chapter 1.
Second Midterm: Wed. March 21
Third Midterm: Mon. April 16
The Final Exam for Sect. 901 is May 7 8-10am
The Final Exam for Sect. 902 is May 8 10:30am-12:30pm
You may bring up to 7 pages of handwritten notes to the final.
Grade complaints: If you think a homework or exam was graded incorrectly you
have one week from the time the graded assignment was returned to you to bring the
issue to the instructor's attention. No complaints after that time will be considered.
Course Objectives: Understand and communicate in the language of higher mathematics. This course is designed to provide a foundation for further study of mathematics beyond calculus. A major part of this foundation is learning to write proofs, and will be the main objective of the course. A secondary objective is to develop a basic appreciation for higher mathematics.
Writing Project: The writing project will be a research paper of 5-10 pages on a topic in mathematics, for example a famous theorem or conjecture, a branch of mathematics etc. This will be turned in towards the end of the term. The topic must be approved by Dr. Landsberg. More information will be given later.
Short paragraphs: You will be asked to write short paragraphs on topics. These should be
typed and well written.
Homework: Weekly homework sets will be turned in to
graded. Typically homework will be due on Mondays and will be
posted at least a week in advance. As writing proofs takes
practice, the homework sets will
likely be quite time-consuming. Your lowest homework score will be
Late homeworks count as a 0, and may or may not
Click here for the homework assignments and topics covered/to be covered.
Course Policies: Late homework and make-ups for missed exams will only be allowed for a university approved excuse in writing. Wherever possible, students should inform the instructor before an exam is missed. Consistent with University Student Rules, students are required to notify an instructor by the end of the next working day after missing an exam. Otherwise, they forfeit the right to a make-up.
An Aggie does not lie, cheat, or steal or tolerate those who do. Copying work that was done by others is an act of scholastic dishonesty and any instance of it will be prosecuted according to University Student Rules.
Students with disabilities can get assistance from the Office of Services for Students with Disabilities, Tel. 845-1637.
Copyright Policy: All printed materials disseminated in class or on the web are protected by Copyright laws. One photocopy (or printout from the web) is allowed for personal use. Multiple copies or sale of any of these materials is strictly prohibited.