FIRST DAY HANDOUT, M328K #54670

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COURSE AND SYLLABUS
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COURSE: M328K INTRO TO NUMBER THEORY (54670) Spring 2023
  Prerequisites: M341 or M325K, with a grade of at least C-

RECOMMENDED TEXT: Kenneth H. Rosen, "Elementary Number Theory", 6th ed.

ROUGH SYLLABUS: induction, divisibility, prime numbers,
  fundamental theorem of arithmetic; congruences, applications,
  Chinese remainder theorem, Euler theorem; multiplicative functions,
  Moebius inversion, cryptology; primitive roots, index arithmetic;
  quadratic residues; continued fractions.

INSTRUCTOR: Hans Koch
  Office hours Mon Fri 1:00 am - 2:30 pm, in PMA 12.152

WEB PAGES: Course information is posted at https://web.ma.utexas.edu/users/koch/M328K/.
  Access to some document files (lecture notes, exams, homework) is restricted.
  On first access, you will be prompted for a username and a password.
  The username is "class", and the password is posted on Canvas.
  Canvas is NOT otherwise used for this course.

LECTURES: Tue Thu 11:00 am - 12:30 pm, in PMA 5.118
  Attending classes is mandatory.
  Notes will be posted HERE one week in advance.

HOMEWORK: will be assigned/posted every Thursday HERE
  and is due the following Thursday in class.
  The sum of the highest 10 scores contribute 15% towards the course grade.

EXAMS: There will be two 75-minute midterm exams in PMA 5.118
  and a final exam (location announced early April). See also HERE.
  The course grade is obtained via averaging from the
  number grades on the three exams and the homework.

  Midterm 1: Thu Feb  9, 11:00 am - 12:15 pm  (weight 25%)
  Midterm 2: Thu Mar 23, 11:00 am - 12:15 pm  (weight 25%)
  Final:     Thu Apr 27,  8:00 am - 10:00 am  (weight 35%)
  Homework:                                   (weight 15%)

  No make-up exams are given,
  except in cases of documented illness or emergencies.
  For students with documented special needs, a time extension
  can be arranged if requested at least 10 days before the exam.

GRADING: Credit will be given mainly for valid, relevant, and comprehensible
  solution steps. Just answers receive little or no credit.
  Each exam is graded on a scale from 0 to 60 points
  and is "curved" to a number grade from 0 to 100
  via an affine function (example: grade = 10 + 1.5 * points).
  The "curve" will be made public after the exam is graded.
  The correspondence between number grades and letter grades is

  93 -100 A
  89 - 92 A-
  85 - 88 B+
  81 - 84 B
  77 - 80 B-
  73 - 76 C+
  69 - 72 C
  65 - 68 C-
  61 - 64 D+
  57 - 60 D
  53 - 56 D-
   0 - 52 F

  Graded exams are returned roughly a week after the exam.
  (Recall that class attendance is mandatory.)

DROP deadline: Tuesday March 21
  Last day an undergraduate student may, with the dean's approval,
  withdraw from the University or drop a class
  except for urgent and substantiated, nonacademic reasons.

SSD: Students with disabilities may request appropriate academic
  accommodations from the Division of Diversity and Community Engagement,
  http://diversity.utexas.edu/disability/