3- Intended Learning Outcome :-
a- Knowledge and Understanding :-
Students who complete the course will have the ability to :-
a1- Understand the basic theory and techniques in numerical linear algebra.
a2- understand the algorithms for matrix factorizations.
a3- Understand the algorithms for solving systems of linear equations (direct and iterative methods).
a4- Understand the algorithms for solving linear least squares problems.
a5- Understand the algorithms for solving eigenvalue problems and singular value problems.
b. Intellectual Skills :-
Students who complete the course will have the ability to :-
b1- Manipulate the matrix computation software (e.g. Matlab).
b2- Implement basic numerical linear algebra programs.
b3- Design and implement efficient solvers for systems of linear equations, linear least squares problems and eigenvalue problems.
c-Professional Skills :-
Knowledge of the concepts and material presented in this course will provide the students with practical know-how to : -
c1- Work effectively as an individual and as a member of a team.
c2- Give technical presentations.
c3- Work in stressful environment and within constraints.
c4- Use current technology in laboratories.
d-General Skills :-
Knowledge of the concepts and material presented in this course will provide the students with the capability to :-
d1- Be capable of applying both traditional and new concepts and skills.
d2- Work within and contribute to a team, apply management.
d3- The ability to design and apply solutions for computer work. management.
e-Attitude :-
e1- How to make a collaborative work with other students especially in the e-learning environment.
e2- Learn how to make relation with other, and the limit of this relation.
e3- Able to solve problems independently.