Thursday, August 18, 2016

MA 432G Course Syllabus  
Fall Semester 2016

Section 001
 MWF 01:00 – 01:50
 CB 345


1 Instructors
Prof. Richard Carey

Office: POT 965

E-Mail richard.carey@uky.edu

Phone: (859) 257-3745

Office Hours: MW 3-4:30pm  & by appt.


2  Text: The text for the course is 

Differential Equations with Applications and Historical Notes, by George F. Simmons, 2n edition. Here is a review of the book:

Format: Hardcover
I've taught upper division students from this book (and the first edition) 5-6 times for over a decade. I remain impressed by the broad range of topics from which the teacher and reader can select. As with his excellent calculus textbook, the author tries to show students how mathematics is a human activity, a subject that developed in response to actual needs and which is still lively and developing. No part of mathematics illustrates this development better than the topic of differential equations, which was invented to solve pressing problems in astronomy. One example: In Newton's time, accurate location of position on the open seas was an unsolved problem, crucial to commerce. New techniques from differential equations led to the ready calculation of tables which, together with the invention of Harrison's sea-going chronometer, effectively solved the navigation problem. Differential equations lie at the core of the physical sciences and engineering and are proving increasingly valuable in biology and medicine. Simmons' book will not appeal to readers who want merely recipes with examples of their use. Such readers might prefer the excellent books from the Schaum's Outline Series. Those readers who want to see vital mathematics well presented, those readers who think that mathematics stops at trigonometry or the calculus, those readers who want to use differential equations intelligently, and those readers who just like a cracking good mathematics story should get a copy of Simmons' book and read.
Nathaniel Grossman Professor of Mathematics, UCLA

 3  Material Chapters 3 through 9. Some material will be omitted.

4  Grading: The course grade will be computed (with 90-100% A, 80-89% B, 70-79% C,60- 69% D, 0-59% E) on the basis of 435 points earned as follows:

                                     2 take-home exams           100 points each
                                     homework assignments     100 points


                                     Final exam                           135 points
 Exams will be allowed approximately nine days to submit.
 Exam 1 around October 7, Exam 2 around Nov 7.
 

4  Attendance: Grading for the course will be influenced by class attendance. You will be allowed 4 unexcused absences, then for every missed class after that you will lose 10 points from the possible 435. I will let you know when roll begins.



 5  Makeups: Individuals who miss a quiz or an exam will be given a zero unless they have an official excuse. Makeup quizzes or exams will be permitted only for excused absences makeups will be given during \dead week", that is, the last week of classes.

Faculty Senate Rule 5.2.4.2 defines acceptable reasons for excused absences to be:

(a) serious illness, (b)  or death of family member, (c) University-related trips,d) major religious holidays, and (e) other circumstances found to t \reasonable cause for nonattendance" by the professor. As required by University rules, you must present full documentation in order to request makeup work for a valid absence. Senate rule 5.2.4.2 states that faculty have the right to request appropriate verification when students claim an excused absence because of illness or death in the family. Appropriate notification of absences due to University-related trips or a major religious holiday is required no later than 7 days prior to the absence.

Cheating
Don't do it. It is an extremely serious offense. As a minimum response, I will give a zero to the offender.
 
7 Plagiarism Plagiarism includes copying from outside sources, including internet sources. If charged, at minimum you will receive a zero. Maximum penalties include being suspended, dismissed or expelled from the University. For further information, consult the Faculty Senate rules.

8 Reserve: The instructor reserves the right to modify this syllabus at any time.

 


No comments: