Скачать или смотреть 8.15 Determinants in One Shot | Linear Algebra for ML

This lecture provides a complete one-shot explanation of determinants, covering both computational techniques and deep intuition. You will learn how determinants connect to rank, linear dependence, system of linear equations, and their geometric interpretation, with clear examples and problem practice - essential for Machine Learning and interviews.

Topics Covered:
1. Introduction to Determinants
2. Techniques to Compute Determinants Using Cofactor Expansion and Row Reduction
3. Problem Practice on Computing Determinants
4. Important Properties of Determinants
5. Relationship Between Determinant, Rank, Linear Dependence, and Solutions of Linear Systems
6. Geometric Meaning of Determinant Explained with Examples
7. Applications of Determinant Including Inverse Computation and Cramer’s Rule


Helpful For:
1. Cracking AI / ML / Data Science interview rounds at top tech companies
2. Building a deeper understanding of core AI, ML concepts
3. Preparing for GATE (DA / CS / Other streams) and other related competitive exams


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Tags:
determinant in linear algebra, determinant for machine learning, cofactor expansion, row reduction determinant, geometric meaning of determinant, rank and determinant, linear dependence, cramer’s rule, matrix inverse