Differential Equations I (MAE751)
 Ελληνική Έκδοση
 Undergraduate Courses Outlines
 Outline Modification (available only for faculty members)
 Department of Mathematics
 Save as PDF or Print (to save as PDF, pick the corresponding option from the list of printers, located in the window which will popup)
General
School 
School of Science 

Academic Unit 
Department of Mathematics 
Level of Studies 
Undergraduate 
Course Code 
MAE751 
Semester 
7 
Course Title 
Differential Equations I 
Independent Teaching Activities 
Lectures (Weekly Teaching Hours: 3, Credits: 6) 
Course Type 
Special Background 
Prerequisite Courses   
Language of Instruction and Examinations 
Language of Instruction (lectures): Greek

Is the Course Offered to Erasmus Students 
Yes 
Course Website (URL)  See eCourse, the Learning Management System maintained by the University of Ioannina. 
Learning Outcomes
Learning outcomes 
Remembering:
Comprehension:
Applying: Studying natural phenomena using the aforementioned notions. Evaluating: Teaching undergraduate and graduate courses. 

General Competences 

Syllabus
This course is designed to be the continuation of the compulsory course “Introduction to Differential Equations” and is comprised of two main, closely related parts. The following subjects are studied, in alphabetical order:
 Boundary value problems for ordinary differential equations.
 Initial value problems for ordinary differential equations.
 Nonlinear ordinary differential equations.
 Stability.
 Systems of ordinary differential equations.
Teaching and Learning Methods  Evaluation
Delivery 
 

Use of Information and Communications Technology 
 
Teaching Methods 
 
Student Performance Evaluation 
Language of evaluation: Greek and English. Methods of evaluation:
In any case, all students can participate in written exams at the end of the semester, during the exams period. The aforementioned information along with all the required details are available through the course's website. The information is explained in detail at the beginning of the semester, as well as, throughout the semester, during the lectures. Reminders are also posted at the beginning of the semester and throughout the semester, through the course's website. Upon request, all the information is provided using email or social networks. 
Attached Bibliography
See the official Eudoxus site or the local repository of Eudoxus lists per academic year, which is maintained by the Department of Mathematics. Books and other resources, not provided by Eudoxus:
 