Overview
This course introduces linear algebra concepts using NumPy, focusing on practical applications. It reinforces key topics like vectors, matrices, and systems of equations, with hands-on exercises to help you apply linear algebra in data science and machine learning.
Syllabus
- Fundamentals of Vectors and Matrices with NumPy
- This course introduces the basics of vectors and matrices, including initialization, essential properties, and an introduction to the Numpy Linalg library, to build a foundation for linear algebra operations using NumPy.
- Vector and Matrix Operations with NumPy
- This course covers essential vector and matrix operations such as addition, subtraction, and multiplication. Students will gain practical experience with linear algebra techniques, further developing their skills with matrix manipulation and foundational operations.
- Eigenvalues, Eigenvectors, and Diagonalization with NumPy
- This course introduces students to eigenvalues, eigenvectors, and matrix diagonalization. Focusing on matrix transformations, students will explore practical applications of these concepts using the `numpy.linalg` library to solidify their understanding of advanced linear algebra principles.
Courses
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This course introduces the basics of vectors and matrices, including initialization, essential properties, and an introduction to the Numpy Linalg library, to build a foundation for linear algebra operations using NumPy.
-
This course covers essential vector and matrix operations such as addition, subtraction, and multiplication. Students will gain practical experience with linear algebra techniques, further developing their skills with matrix manipulation and foundational operations.
-
This course introduces students to eigenvalues, eigenvectors, and matrix diagonalization. Focusing on matrix transformations, students will explore practical applications of these concepts using the `numpy.linalg` library to solidify their understanding of advanced linear algebra principles.