This portfolio represents a comprehensive journey through the foundational concepts and applications of Linear Algebra. As a branch of mathematics central to various fields including engineering, computer science, physics, economics, and data science, Linear Algebra provides the essential tools for understanding and manipulating linear systems and transformations.
Throughout the course, we have explored key topics such as vectors and vector spaces, matrices and matrix operations, systems of linear equations, determinants and linear transformations. The portfolio compiles a curated selection of problems, solutions, reflections, and projects that demonstrate both theoretical understanding and practical applications of these concepts.
The goal of this portfolio is not only to showcase mastery of the subject but also to highlight the logical reasoning, problem-solving strategies, and critical thinking developed throughout the course. It serves as a testament to the analytical skills acquired and the appreciation of how Linear Algebra underpins many real-world phenomena and modern technologies.