Foundational Mathematics for AI, ML, and Computer Vision: A High School Math Refresher

Unlock the mathematical bedrock of AI, ML, and Computer Vision, transforming your high school math knowledge into powerful tools for the future of technology.

Introduction to Vectors

Unit 1: Vector Basics

Unit 2: Vector Operations

Unit 3: Dot Product and Applications

Matrix Fundamentals

Unit 1: Matrix Basics

Unit 2: Basic Matrix Operations

Unit 3: Matrix Multiplication

Unit 4: Matrices in AI/ML

Tensors and Data Representation

Unit 1: From Scalars to Tensors

Unit 2: Tensor Properties and Operations

Unit 3: Tensors in AI and Computer Vision

Understanding Change: Introduction to Derivatives

Unit 1: The Essence of Change

Unit 2: The Derivative Defined

Unit 3: Basic Differentiation Rules

Unit 4: Derivatives in Action

Optimizing with Gradient Descent

Unit 1: Setting the Stage for Optimization

Unit 2: The Core Idea of Gradient Descent

Unit 3: Gradient Descent in Action

Unit 4: Beyond Basic Gradient Descent

Summarizing Data: Descriptive Statistics

Unit 1: Measures of Central Tendency

Unit 2: Measures of Spread

Unit 3: Data Distribution and Interpretation

Probability Basics for AI

Unit 1: Foundations of Probability

Unit 2: Combining Probabilities

Unit 3: Conditional Probability and Bayes' Theorem

Common Probability Distributions

Unit 1: Discrete Probability Distributions

Unit 2: Continuous Probability Distributions

Unit 3: Distributions in AI/ML