Manuals/calci/hankel
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HANKEL(Number)
- is the order of the hankel matrix.
Description
- This function gives the matrix with the property of hankel matrix.
- A hankel matrix is a square matrix with constant skew diagonals.
- If the i,j element of Hankel matrix A is denoted , then we have
.
- i.e., The form of Hankel matrix is:
.
- A hankel matrix is also called as catalecticant matrix.
- Here HANKEL(3) is gives the hankel matrix of order 3 with decimal values.
- A Hankel matrix is an upside-down Toeplitz matrix.
- A matrix whose entries along a parallel to the main anti-diagonal are equal, for each parallel.
- Sometimes this type of matrices are also called as orthosymmetric matrices.