Mohammed Kaabar is interested in several programming languages such as Scala, C++, C, JavaScript, Python, HTML 5 and MATLAB Programming.
He became IEEE Student Member, IEEE Computer Society Member, IEEE Electron Devices Society Member, IEEE Women in Engineering Society Member and IEEE Communications Society Member, in 2011 and 2012, respectively. In 2011 & 2012, he participated in several competitions, conferences, research papers and projects. In 2011, he attended also a three-month course in numerical approximation techniques including error analysis, root finding, interpolation, function approximation, numerical differentiation, numerical integration and numerical solutions of initial value problems. Ultimately, he worked on several projects such as “PCA Implementation and Classification of Data in Recognition of Arabic Sign Language Alphabet using Polynomial Classifiers” and “Modeling a GaAs MESFET Device Structure using Silvaco Software:Athena and Atlas”. For more information about him, please visit his personal website: http://www.mohammed-kaabar.net
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In this course, you will be Introduced to several methods of numerical approximation such as error analysis, root finding, interpolation, polynomial approximation and the direct methods for solving linear equations.
During five weeks of the course, you will be learning these methods and compare them as well.
The course is divided into five weeks where each week you will find a set of video lectures posted with a PDF version of lecture notes as well.
You are welcome to take this course if you want to learn and study the numerical analysis methods.
I highly recommend you to solve this problem set 1 before attempting to solve QUIZ 1.
GOOD LUCK!
GOOD LUCK!
I highly recommend you to solve this problem set 5 before attempting to solve QUIZ 2.
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GOOD LUCK!
I highly recommend you to solve this problem set 3 before attempting to solve QUIZ 3.
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GOOD LUCK!
I highly recommend you to solve this problem set 4 before attempting to solve QUIZ 4.
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GOOD LUCK!
I highly recommend you to solve this problem set 5 before attempting to solve QUIZ 5.
GOOD LUCK!