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Course Description: |
Foundations of mathematics including logic, set theory,
combinatorics, and number theory.
Prerequisites: Grade of C or better in MATH 148, MATH 152 or MATH 172, or equivalent. |
About Math 300: | This class is your first 'real' mathematics class. It forms the foundation for all that comes next. It is a serious course, and will require more of your time than others you may have had. The payoff for you will be enormous, however. My goal is to teach you the formal structure of mathematics; the meaning and uses of Definitions, Examples, Theorems, and Proofs, and in particular how to construct and critique proofs; in short, how to tell truth from fiction, or at least sound arguments from those that are poorly-supported. |
Writing Class: |
This is a 'W' course, and your work will include a term paper, and a number of other writing
assignments. To pass this course, you must pass the writing component. The University Writing Center (UWC) is a resource to help you develop and refine the communication skills vital to success in college and beyond. Currently, you can choose to work with a trained UWC peer consultant via web conference or email. You can schedule an appointment to discuss any kind of writing project. Their consultants can work with you at any stage of your process. To schedule an appointment or to view their handouts, videos, or interactive learning modules, visit writingcenter.tamu.edu. |
Special Note: | Your goal in this course, as in every course that you ever take, should be a complete mastery of the material. Anything less is aspiring to mediocrity and doing yourself a disservice. I expect you to read the section in the text that we will be covering before we meet. Come to class ready to ask questions about what you do not yet know. After class, re-read the text and your notes, and do some exercises to complete your mastery of the material. Finally, ask questions in class, lots of them, and participate in the discussion on Piazza.. I highly recommend that you read the advice from former students of mine in this class. |
More: | Continuing in the experimental nature of attending a university during a pandemic, I ask that you be mindful of the risks that you impose on your fellow aggies (and they the risks that they impose on you). I request, and strongly urge, students to properly wear a mask during class, until medical authorities deem that such measures are no longer necessary. Out of respect to you, I will do the same. For your information, I have taken two doses of the Moderna vaccine, last March and April. It was a small inconvenience for the health and safety of the vulnerable people around me. |
Learning Outcomes: |
Develop an understanding of the logical structure of mathematics, including the role of definitions and Theorems. Be able to write proofs of formal statements, as well as verify the correctness of proofs. Be able to useLaTeX for formatting mathematics. |
Grading
You will be expected to attend all class meetings; I do keep track of such
matters, but allow a few absences before penalties begin.
There will be two in-term exams, each worth 15%, a final exam worth 25%, and a mathematical paper for 20%.
The remaining 25% will be homework and attendance. Note added 1 December for clarification: Based on this weighting, grades will be distributed, rougly along the historical averages for this course (Math 300H and its predecessor, Math 220H). To be clear, I do not distribute grades based on a 'straight-scale', nor is there a curve (e.g. a Bell curve or normal distribution). |
First exam: | Friday, 8 October | ||||||||||||||||
Second exam: | Friday, 19 November | ||||||||||||||||
Final exam: | 15 December 10:30–12:30 | ||||||||||||||||
Term Paper dates: |
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Late homeworks are not accepted. The two lowest homework scores will be dropped before computing your grade.
Last modified: Wed Dec 01 06:19:22 CST 2021 by sottile