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Description

Do you want to learn linear algebra, a valuable complementary tool to your knowledge acquired during your studies in economics, engineering, physics, or statistics? Or simply for the beauty of the material? Then this course is for you! In addition to fulfilling the role of tool in the different branches mentioned above (allowing the resolution of concrete problems), linear algebra, which captures the essence of mathematics - namely, algebra and geometry - will introduce you to more abstract world of mathematics.

Offered as a complementary course to first-year engineers at the Ecole Polytechnique Fédérale de Lausanne, this MOOC (composed of three parts) is nonetheless a course in its own right and can be considered a solid foundation in linear algebra. for any student interested in learning this subject.

Although the videos constitute the heart of the course, MCQ type exercises (Multiple Choice Questions) as well as series in PDF format will be available each week, as well as appropriate answers. More specifically, the series of exercises will be accompanied by an answer key in PDF format and certain problems will benefit from a detailed video correction, in which one of the teachers will present the solution, step by step. Finally, each course video will be followed by a quiz, the aim of which is to test the degree of assimilation of the knowledge acquired.

The course is organized into ten chapters in which a very detailed approach to theoretical concepts is offered, as well as multiple illustrative examples:

  1. Systems of linear equations.
  2. Matrix algebra.
  3. Vector spaces.
  4. Basics and dimensions.
  5. Linear applications.
  6. Matrices and linear applications.
  7. Determinants.
  8. Eigenvectors, eigenvalues, diagonalization.
  9. Scalar products and Euclidean spaces.
  10. Orthogonal matrices and symmetric matrices.

Cette troisième (et dernière) partie du cours sera dévouée à l'étude des chapitres 9 et 10 cités plus haut. Une bonne connaissance de la matière enseignée dans les MOOCs _Algèbre Linéaire (Partie 1) _et _Algébre Linéaire (Partie 2) _est requise. Aussi, il est conseillé de travailler régulièrement et de manière assidue, de façon à ne pas prendre de retard lors de l'apprentissage de la matière.

Tags

  • Type
    Online Courses
  • Provider
    EdX

Do you want to learn linear algebra, a valuable complementary tool to your knowledge acquired during your studies in economics, engineering, physics, or statistics? Or simply for the beauty of the material? Then this course is for you! In addition to fulfilling the role of tool in the different branches mentioned above (allowing the resolution of concrete problems), linear algebra, which captures the essence of mathematics - namely, algebra and geometry - will introduce you to more abstract world of mathematics.

Offered as a complementary course to first-year engineers at the Ecole Polytechnique Fédérale de Lausanne, this MOOC (composed of three parts) is nonetheless a course in its own right and can be considered a solid foundation in linear algebra. for any student interested in learning this subject.

Although the videos constitute the heart of the course, MCQ type exercises (Multiple Choice Questions) as well as series in PDF format will be available each week, as well as appropriate answers. More specifically, the series of exercises will be accompanied by an answer key in PDF format and certain problems will benefit from a detailed video correction, in which one of the teachers will present the solution, step by step. Finally, each course video will be followed by a quiz, the aim of which is to test the degree of assimilation of the knowledge acquired.

The course is organized into ten chapters in which a very detailed approach to theoretical concepts is offered, as well as multiple illustrative examples:

  1. Systems of linear equations.
  2. Matrix algebra.
  3. Vector spaces.
  4. Basics and dimensions.
  5. Linear applications.
  6. Matrices and linear applications.
  7. Determinants.
  8. Eigenvectors, eigenvalues, diagonalization.
  9. Scalar products and Euclidean spaces.
  10. Orthogonal matrices and symmetric matrices.

Cette troisième (et dernière) partie du cours sera dévouée à l'étude des chapitres 9 et 10 cités plus haut. Une bonne connaissance de la matière enseignée dans les MOOCs _Algèbre Linéaire (Partie 1) _et _Algébre Linéaire (Partie 2) _est requise. Aussi, il est conseillé de travailler régulièrement et de manière assidue, de façon à ne pas prendre de retard lors de l'apprentissage de la matière.

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