CRN 11244

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(Syllabus)
(Syllabus)
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* '''Office Hours.''' TR 12:00-13:20, or by appointment.  
 
* '''Office Hours.''' TR 12:00-13:20, or by appointment.  
* [[image:Principles8.jpg|150px|right]]'''Textbook.''' No textbook need to be purchased.  
+
* [[image:Principles8.jpg|150px|right]]'''Textbook.''' No textbook needs to be purchased.  
  
 
* '''Prerequisites.''' The course requires a certain level of mathematical maturity that you should have gained by, for instance, having thoroughly and successfully grappled with the concept of infinity in your Calculus II course (which is the formal prerequisite for this course).  
 
* '''Prerequisites.''' The course requires a certain level of mathematical maturity that you should have gained by, for instance, having thoroughly and successfully grappled with the concept of infinity in your Calculus II course (which is the formal prerequisite for this course).  

Revision as of 06:32, 28 July 2022

UNDER CONSTRUCTION

Syllabus

"Contrariwise," continued Tweedledee, "if it was so, it might be; and if it were so, it would be; but as it isn't, it ain't. That's logic."
Lewis Carroll


  • Time and Place. TR 13:30-14:50 in LART 108
  • Instructor. Helmut Knaust, Bell Hall 219, hknaust@utep.edu, 747-7002
  • Office Hours. TR 12:00-13:20, or by appointment.
  • Principles8.jpg
    Textbook. No textbook needs to be purchased.
  • Prerequisites. The course requires a certain level of mathematical maturity that you should have gained by, for instance, having thoroughly and successfully grappled with the concept of infinity in your Calculus II course (which is the formal prerequisite for this course).
  • Course Objectives. This is a Foundations course. This means that hardly any prior knowledge is required. The class prepares you "do" mathematics on your own and enables you take more advanced classes or read rigorous mathematical textbooks. You should expect (and I will expect) that you make considerable progress in the following areas:
  1. Make sense of an abstract definition by analyzing it carefully and constructing examples.
  2. Make sense of a mathematical statement and be able to bring to bear a variety of strategies for constructing its proof.
  3. Be able to recognize a rigorous proof when you read one. Conversely, be able to pick out the weak spot(s) in a less rigorous argument. Be able to fill in details in a sketchy proof.
  4. Once you have devised a proof, be able to write it down in a clear, concise manner using correct English and mathematical grammar.
  5. Be able to present and defend a proof to a group of your peers.
  • In-class Activities and Presentations: Mathematics is not a spectator sport. Therefore I do not give lectures. I will call on students to give presentations of exercises in the class notes. I will also regularly ask for volunteers to present solutions to problems at the blackboard. Your presentations are the most important part of the course. Your chances of passing the course without spending a significant amount of time on preparing problems to present in class are zero: Your in-class work, evaluated for both quality and quantity, will account for 30% of your grade.
  • Tests. Exams will be given on the following days: Thursday, September 22, Thursday, October 20, and Thursday, November 26. Each exam counts 15% of your grade. You may not leave the classroom during tests or the final.
  • Final Examination. The final exam on Thursday, December 8, at 13:00-15:45, is comprehensive and mandatory. It counts 25% of your grade.
  • Time Requirement. I expect that you spend an absolute minimum of six hours a week outside of class on reading the textbook, preparing for the next class, reviewing your class notes, and completing assignments. Not surprisingly, it has been my experience that there is a strong correlation between class grade and study time.
  • Attendance: Due to the course structure, attendance is mandatory. An unexcused absence will result in an exercise/task grade of 0 for the day of the absence. Six absences (excused or unexcused) will lead to dismissal from the class with a grade of "F".
  • Drop Policy. The class schedule lists Friday, April 5, as the last day to drop with an automatic "W". After the deadline, I can only drop you from the course with a grade of "F".
  • Graduate Credit:' If you take this undergraduate course for graduate credit, you will additionally write up solutions to some additional problems. This assignment is due on December 1, and will be graded for an additional 20% of your grade. (Since your possible score therefore increases to 120%, I will divide your total score by a factor of 1.2 to get to a 100% scale.)
  • Academic Integrity. All students must abide by UTEP's academic integrity policies. For detailed information visit the Office of Student Conduct and Conflict Resolution (OSCCR) website. Academic Integrity is a commitment to fundamental values. From these values flow principles of behavior that enable academic communities to translate ideals into action.” Specifically, these values are defined as follows:
    • Honesty: advances the quest for truth and knowledge by requiring intellectual and personal honesty in learning, teaching, research, and service.
    • Trust: fosters a climate of mutual trust, encourages the free exchange of ideas, and enables all to reach their highest potential.
    • Fairness: establishes clear standards, practices, and procedures and expects fairness in the interaction of students, faculty, and administrators.
    • Respect: recognizes the participatory nature of the learning process and honors and respects a wide range of opinions and ideas.
    • Responsibility: upholds personal responsibility and depends upon action in the face of wrongdoing.
  • Military Service. If you are a military student with the potential of being called to military service and/or training during the course of the semester, you are encouraged to contact the instructor as soon as possible.
  • Counseling Center. You are encouraged to go by to Counseling and Psychological Services (202 Union West) for personal assistance as you work through personal concerns. Confidential counseling services are offered in English or in Spanish.
  • Disabilities. If you have a disability and need special accommodation, please contact the Center for Accommodations and Support Services (CASS). The Center aspires to provide students accommodations and support services to help them pursue their academic, graduation, and career goals. Phone 747-948. E-mail: cass@utep.edu.
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