Introduction to Numerical Analysis Using MATLAB

| ? | Set of real numbers |
| | Real n-dimensional space |
| x | Column vector or element of |
| x T | Transpose of the vector x |
| A T | Transpose of a matrix A |
| det (A) | Determinant of the matrix A |
| M ij | Minor of a matrix |
| A ?1 | Inverse matrix of the matrix A |
| [ A b] | Augmented matrix |
| I n | n n identity matrix |
| ?(A) | Spectral radius of a matrix A |
| K(A) | The condition number of a matrix A |
| ? | For all |
|
| An arbitrary norm |
| 1 | The l 1 norm of vector or matrix |
| 2 | the l 2 norm of vector or matrix |
| ? | The l ? norm of vector or matrix |
| ? | Forward difference operator |
| ? | Backward difference operator |
| ? | Central difference operator |
| J (x) | Jacobian matrix |
| f[.] | Divided difference of the function f |
| | The kth binomial coefficient of order n |
| C[a, b] | Set of all functions continuous on [a, b] |
| C n [a, b] | Set of all functions having n continuous derivatives on [a, b] |
| O(.) | Order of convergence |
| ? | Approximately equal to |
| ? | Small positive number |
| IVP | Initial-value problem |
| BVP | Boundary-value problem |
| ( ?, X) | Eigenpair for n n matrix A |