Explore the foundations of linear algebra through a novel perspective on maxel theory in this 41-minute video lecture. Delve into the algebra of maxel multiplication and investigate how the geometry of pixels determines their multiplicative properties. Gain new insights into matrix algebra as you examine the relationship between pixel geometry and multiplicative characteristics. Learn about Pixel A, Pixel KL, and the Cross of a, with practical examples to reinforce your understanding. Discover the concept of maximum multiplication and its applications in linear algebra. Enhance your mathematical knowledge with this in-depth exploration of maxel theory and its implications for matrix algebra.