Matrices & Linear Algebra
Matrix operations, determinants, inverses, eigenvalues, and systems solved with matrices
All Terms (43)
- Matrix Inverse
- Introduction to Matrices
- Rotation Matrix
- Matrix Transformation
- Positive Definite Matrix
- Matrix Determinant
- Trace of a Matrix
- Projection
- L1 Norm
- Solving Systems of Linear Equations Using Matrices
- Linear Functional
- Transposition
- Hermitian Matrix
- Frobenius Norm
- Diagonalizable Matrix
- Invertible Matrix Theorem
- Characteristic Equation
- Unit Matrix
- Matrix Rank
- Unitary Matrix
- Kronecker Delta
- Linear Transformation
- Echelon Form
- Column
- Antisymmetric Matrix
- Permutation Matrix
- Jordan Block
- Strictly Upper Triangular Matrix
- Upper Triangular Matrix
- Matrix Norm
- Nonsingular Matrix
- Matrix Diagonalization
- Characteristic Polynomial
- Fundamental Theorem of Linear Algebra
- Commuting Matrices
- LU Decomposition
- Rank of a Matrix
- Kronecker Product
- Gauss-Seidel Method
- Row
- Pivoting
- Determinant Expansion by Minors
- Linearly Independent
More in Pre-Calculus
- Curves & Special Functions46
- Limits & Continuity Introduction11
- Parametric & Polar Coordinates25
- Precalculus Analysis & Methods11
- Vectors & Vector Operations28
- Coordinate Geometry 3d0
- Hyperbolic Functions3
- Inequalities & Interval Notation1
- complex-numbers1
- Coordinate Geometry & Analytic Methods1
- Exponentials & Logarithms1
- Measurement, Estimation & Notation1
- Conic Sections1