Prerequisite Courses:

Course Language:

English

Course Objectives:

Determining the type of a given first or higher order differential equation, examining the existence and uniqueness solution and being able to select the appropriate analytical technique for finding the solution if it can be obtained. Understanding the fundamental theorems of differential equations, understanding Laplace transform and application to differential equations, Finding an infinite series solution to a given differential equation

Course Content:

First order equations and various applications. Higher order linear differential equations. Power series solutions: ordinary and regular singular points. The Laplace transform: solution of initial value problems. Systems of linear differential equations: solutions by operator method, by Laplace transform.

Course Methodology:

1: Lecture, 2: Problem Solving, 3: Question-Answer, 4: Homework

Course Evaluation Methods:

A: Written examination, B: Homework