rcond
Compute the 1-norm estimate of the reciprocal condition number.
Syntax
R = rcond(x)
Inputs
- x
- A square matrix.
Outputs
- R
- The estimated result.
Example
Simple input.
rcond([1,4,-3;8,1.2,2;-6,4.3,-6])
R = 0.00242683797
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OpenMatrix is a mathematical scripting language.
The Reference Guide contains documentation for all functions supported in the OpenMatrix language.
Returns a matrix with rows and columns of roughly equal magnitude.
Cholesky decomposition.
Compute the condition number of a matrix.
Return the complex conjugate.
Convolution of two vectors.
Compute 2D convolution.
Vector cross product.
Compute the matrix determinant.
Vector dot product.
Eigen decomposition.
Creates a fully populated matrix from sparse.
Compute the inverse matrix.
Hermitian matrix test.
Determines if an input is a matrix with sparse storage.
Determines if x is a square matrix.
Symmetric matrix test.
Kronecker matrix product.
Solve a linear system of equations.
LU decomposition.
Finds the number of non-zero values in a matrix.
Compute matrix and vector norms.
Compute the matrix pseudo-inverse.
QR decomposition.
Compute the rank of matrix A.
Compute the 1-norm estimate of the reciprocal condition number.
Schur decomposition.
Sparse matrix creation.
Sparse identity matrix creation.
Set non-zero matrix elements to 1.
Singular value decomposition.
Compute the trace of a matrix, the sum of the diagonal elements.
Matrix transpose.
Returns a lower triangular matrix.
Returns a upper triangular matrix.
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Key terms associated with the software.
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Explore the Extended Definitions, OML Guides, Block Library, API Guide and Glossary.
The Reference Guide contains documentation for all functions supported in the OpenMatrix language.
Compute the 1-norm estimate of the reciprocal condition number.
Compute the 1-norm estimate of the reciprocal condition number.
R = rcond(x)
Simple input.
rcond([1,4,-3;8,1.2,2;-6,4.3,-6])
R = 0.00242683797
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