Applied Mathematics

To learn and choose different computational numerical methods to solve assessments related to Physical Sciences
To differentiate the characteristics of numerical vs analytical methods and determine the most appropriate to solve specific problems (knowledge, analysis and implementation)
To apply mathematical theory by running code written in advanced programming language associated with environmental issues (problem analysis, definition of parameters and variables, physical interpretation, constraints and requirements etc)
To learn how to use the mathematical theory and structure to express classical physical problems (e.g. volume through interval, exponential change through differential equations)
Address a given natural application by analyzing, planning, composing, developing the solution
To interpret the result and propose/support a solution based on the problem’s outcome

Semester:	5	Teaching Credits:	3	ECTS Credits:	3	Type:	Optional Compulsory
Prerequisite Courses:	Mathematics		Course type:	Skills development		Instructor:	Κοραλία Τζαννή

Weekly topics:
Theory – Lectures (hours / week):	3
Exercises – Laboratories (hours / week):	3
Other Activities:	–
Grading:

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