Math 334 W2001
Up Math 334 Syllabus

Math 334-6 Winter 2001

Ordinary Differential Equations

What's New?

News items will be posted here as required.  Please check back frequently.

(April 13, 2001)
Maple files
Repeat eigenvalues for linear system 
Linear system (real distinct and complex cases)
Laplace transform
Basic transform
Heaviside function
Series solution
Bessel function, Legendre equation, radius of convergence
Series Solutions near an Ordinary Point
Regular singular points
Oscillation
Unforced
Forced
First order exact equations

 

(April 3, 2001)
HW to hand in:
April 4: sections 7.1, 7.4, 7.5
April 11: section 7.6, 7.7, 7.8, 7.9 (last assignment to hand in)
Quiz on Friday will cover materials in 7.5 and 7.6.

(Mar 28, 2001)
Hint for 6.5 # 13 (pdf file)
Test 2 will be available at the Testing centre from Friday Mar 30th, through Tuesday April 3rd.
Click for Answer to sample test (pdf format).

(Mar 27, 2001)
HW to hand in:
Mar 28: section 6.4-6.6
Click for Sample test (pdf format). Answers will be posted shortly.

(Mar 6, 2001)
HW to hand in:
This Wed/Fri (5.3) 8,10ac (5.4) 9,17, 20.
Mar 14: (5.5)  23abd (5.6) 4, 14 (6.1) 6, 26ad.
Please see the Syllabus web page for more information.
Test II is now scheduled to take place around March 30th instead of Mar 23rd.

(Feb 20, 2000)
Test I will begin a day late at the testing center on Thursday Feb 22, 2001 at 12 noon and will be available until the following Monday.
A review file in PDF form is available here.  Answer to review problems is available here.

(Feb 16, 200)
HW to hand in on Wednesday (Feb 21):  (3.6)  6, 14, 18 (3.7) 11, 15 (4.3) 7;  
HW to hand in on Wed (Feb 28): (3.7) 17, (3.8) 8, (3.9) 10, (4.4) 13 (5.2) 10, 13 
Test I will be given at the testing center Wed Feb 21, 2001 at 12 noon through Saturday Feb 24, 2001 at closing. You may also take the test on the following Monday but you will have to pay a late fee.  The test is closed book but you may bring a 3" by 5" card to the test.  Calculators will be allowed.
Course outline is now available in PDF form.

(Feb 12, 2000)
HW to hand in on Wednesday:  (3.2) 14, 21 (3.3) 17 (3.4) 16 (3.5)  18 (4.2) 17
Test I will be given at the testing center Wed Feb 21, 2001 at 12 noon through Friday Feb 23, 2001 at closing.  Please note that Friday is usually a very busy day at the testing center so allow sufficient time if you intend to take the test on that day.

(Jan 15, 2000) 

Problems for Homework now listed on the Syllabus web page.

(Jan 10, 2000)
Change of classroom location:  instead of meeting in 111 TMCB, we are now meeting in W142 BNSN.
HW:   (1.2) 3, 4, 6, 11, 13  (1.3) 17, 20 (also see Winter 2001 Syllabus)

 
Classroom Hours

MWF 2-2:50pm

Classroom Location

 W142 BNSN

Instructor

Sum Chow (http://www.math.byu.edu/~schow)

Email/ Phone

schow@math.byu.edu (801)378-9088

Class Web Page:

http://www.math.byu.edu/~schow/math334.html

Office Hours:

MWF 1--2 pm and by appointment.

 

textbook  Textbook:

Elementary Differential Equations, W. E. Boyce and R. C. DiPrima, John Wiley, NY, 7th ed., 2001.

 

Pre-requisite:

Pre-requisite: Math 113, Math 343. Computer literacy is helpful. 

 

Course Objective:

To familiarize the students with the fundamental concepts and techniques in calculating solutions of linear ordinary differential equations and the applications of differential equations in the modelling of various physical, chemical and biological phenomena.

 

Syllabus:

From Catalog: Methods and theory of ordinary differential equations. Credit not given for both Math 212 and 334.  Some related topics and mathematical software tools will also be discussed.  Please note that I am assuming that students are already familiar with most the background materials in the textbooks (in particular calculus topics such as integration and power series and linear algebra topics such as matrix properties, linear independence and eigenvalues) and consequently will be limiting my discussion on those topics in class.

Winter 2001 Syllabus

 

Homework:

Homework will be collected weekly.  Homework that are more than one week late will not be graded.  Occasionally, students will be asked to present homework solutions in class.

Reminder: assigned homework is representative of the minimal set of problems that you should attempt.  In general you should also work on as many unassigned problems as possible.

Collaborative discussion is encouraged when completing homework and project assignments.  However, plagiarism is not acceptable  (see Honor Code.)

 

Tests:

Two tests are currently scheduled.  The tests will be given at the testing center.  Each test has a three hour limit.  Books and notes are not allowed.  Made up tests may not be arranged except in case of emergency or absence due to official university business.  If you want to attend special events, e.g., your sister's wedding or your nephew's baptism, you may arrange to take the test up to a week prior to  but not after the set test date.

 

Final:

Wednesday, April 25, 7:00 a.m. to 10:00 a.m. The final will be comprehensive.  Further information will be provided shortly.

 

Course Grade:

Course grade will be calculated from the following distribution
 

 

Homework/Presentation       15 %
Quizzes       10 %
Test (2)       40 %
Final       35 %

 
Total score (max 100) 95-100 90-94 87-89 83-86 80-82 77-79 73-76 70-72 67-69 63-66 60-62  <60
Course Grade A A- B+ B B- C+ C C- D+ D D- E

Please keep track of your homework, quizzes, and examination scores so that you will be able to determine your grade during the course. Grades will not be posted at the end of the semester.
 

 

Resources

Supplements listed in Wiley Higher Education Website, including

Student Solutions Manual, C.W. Haines.

Interactive Learning Edition of Elementary Differential Equations, W. E. Boyce and R. C. DiPrima, John Wiley, NY, 7th ed., 2001.

Related links

Math Archives: Ordinary Differential Equations, Dynamical Systems 

Encyclopaedia Britannica: Ordinary Differential Equations

The Mathematical Atlas: Ordinary Differential Equations

 

Miscellaneous

 

Preventing Sexual Harassment

Title IX of the Education Amendments of 1972 prohibits sex discrimination against any participant in an education program or activity that receives federal funds.  The act is intended to eliminate sex discrimination in education.  Title IX covers discrimination in programs, admissions, activities, and student-to-student sexual harassment.  BYU's policy against sexual harassment extends not only to employees of the university but to students.  If you encounter unlawful sexual harassment or gender based discrimination, please talk to your professor; contact the campus EEO office (378-5895); or contact the Honor Code Office (378-2847).
 

Dress and Grooming Standards

The dress and grooming of both men and women should always be modest, neat, and clean, consistent with the dignity adherent to representing The Church of Jesus Christ of Latter-day Saints and any of its institutions of higher learning. Modesty and cleanliness are important values that reflect personal dignity and integrity, through which students, staff, and faculty of BYU represent the principles and standards of the Church.
 

Students with Disabilities

If you have any disability that may impair your ability to complete this course successfully, please let the instructor know during the first week of class. Accommodations are coordinated through the instructor in consultation with the Services for Students with Disabilities (SSD) Office and may require medical and/or psychological documentation. The SSD Office is located in 160 SWKT, 378-2767.
 

Honor Code

As a reminder, students are expect to adhere to the Honor Code.  In particular, academic dishonesty will not be tolerated.