Linear Algebra - UJ

Systems of Linear Equations & Matrices: Developing algorithmic tools to solve massive systems of simultaneous equations using matrix arrays.Determinants & Matrix Inversion: Evaluating the scalability, compressibility, and structural invertibility of square matrix systems.Vector Spaces & Subspaces: Understanding abstract multi-dimensional geometries, spans, linear dependencies, and base tracking coordinates.Eigenvalues & Linear Transformations: Finding invariant structural vectors and mapping spatial movements from one dimensional vector coordinate system into another.