2552-Differential Equations (Spring 2017)

MATH 2552-C

Instructor
Jean V Bellissard
Professor of Mathematics and Physics
School of Math, Skiles 132,
Phone: (404) 385-2179 (Math),
Fax: (404) 894-4409
e-mail: jeanbel@math.gatech.edu


Lecture
College of Computing
Room 16
Mo-Wed-Fri 9:05-9:55am


Office Hours
Skiles 132,
Wednesday 4-5pm

(or by appointment)
Recitation C1 C1 Skiles 156 Tu-Th 9:05-9:55am
TA: Hagop Tossounian

e-mail: htossounian3@math.gatech.edu

Office hours:
Tu. 1:30-2:30pm Skiles 145
Math-Lab
Tu. 4-5pm CULC 280
Recitation C2 C2- Skiles 257 Tu-Th   9:05-9:55am
TA: Dawei He
e-mail: dhe9@math.gatech.edu

Office hours:
Th. 3-4pm Skiles 139
Math-Lab
Tu 2-3pm CULC 280
Recitation C3 C3- Skiles 255 Tu-Th 10:05-10:55am
TA: Dawei He
e-mail: dhe9@math.gatech.edu

Office hours:
Th. 3-4pm Skiles 139
Math-Lab
Tu 2-3pm CULC 280
Recitation C4 C4- Skiles 268 Tu-Th 9:05-9:55am
TA: Seth Radman
e-mail: sradman3@gatech.edu

Office hours:
Tu. 10-11am Skiles 230

Calendar of the Month

(to full Fall calendar )

Final Exam :
Monday May 1st,   11:30am-2:20pm    Coll. of Comp. Room 16

 March 27-31:  Second Order Linear Equations   Reading:  Chapter 4.1, 4.2,  (March 29: Test#2)

April 3-5-7:  Second Order ODE, Forcing,   Reading:  Chapter 4.3, 4.4, 4.5,

April 10-12-14:  Variation of Parameters, Laplace Transform,   Reading:  Chapter 4.6-4.7, 5.1

April 17-19-21-24:  Laplace Transform,   Reading:  Chapter 5.2-5.3-5.4-5.5-5.6

Homework #4:
p.215     Exercises: 19
p.227     Exercises: 16, 19, 29
p.240     Exercises: 29, 52
p.250-251   Exercises: 9, 25
p.261     Exercises: 31
p.281     Exercises: 32
p.303     Exercises: 17

Due date:  Thursday April 20th, 2017
Course Outline

Topics
Introduction, linear equations, and Euler's method
First order differential equations and systems of two first order equations
Systems of n first order equations; Nonlinear equations and stability
Second order linear equations; Laplace transform methods




Textbook

Official textbook
   James R.Brannan, Williams E.Boyce
     "Differential Equations", Third edition,
      John Wiley and Sons, Inc., 2015




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Need Help ?

Before each class, read in advance the textbook Section that is going to be taught.
After each class, take an hour or two to solve some of the problems proposed in the corresponding section.
Feeling lost or overwhelmed ? Please contact your Instructor or your TA to explain your difficulties.
Students can use the tutoring facility MathLab located in
     Clough Commons building, Room 280: M-W 12-5pm, Tu-Th 2-6pm



Homework    

Four compulsory Homework problems will be proposed during the semester. The graded will be done on a randomly chosen subset of the proposed exercises.





Tests

Two 50 min. tests will be proposed during the semester.
Friday   February 10th during class    ( to calendar)
Wednesday March 29th during class    ( to calendar)




Final Exam

Monday May 1st,   11:30am-2:20pm    Coll. of Comp. Room 16    ( to calendar)
An absence to the final exam will be graded 0 (zero). However if the absence is justified (disease, injury, ...), the student must (i) warn the instructor as soon as possible, in any case before the end of the exam week, (ii) bring the documents justifying the absence to the Instructor.
Then the student will receive an I (incomplete) and will be responsible to take action during the following semester to complete his/her curriculum.



Grades

Homeworks 25% 90% for an A
Tests 35% Grade distribution 80% for a   B
Final 40% 70% for a   C
60% for a   D


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