Description Usage Arguments Details Value

View source: R/triang_interpolation.R

The parameters `point_vector`

, `round_digits`

can significantly affect the result.

1 2 3 4 5 6 | ```
triang_Interpolation(
pm,
point_vector,
round_digits = 5,
eps = .Machine$double.eps^0.5
)
``` |

`pm` |
source polynimial matrix |

`point_vector` |
vector of interpolation points |

`round_digits` |
we will try to round result on each step |

`eps` |
calculation zero errors |

Default value of 'eps“ usually is enought to determintate real zeros.

In a polynomial matrix the head elements are the first non-zero polynomials of columns. The sequence of row indices of this head elements form the shape of the polynomial matrix. A polynomial matrix is in left-lower triangular form, if this sequence is monoton increasing.

This method offers a solution of the triangulrization by the Interpolation method, described in the article of Labhalla-Lombardi-Marlin (1996).

Tranfortmaiton matrix

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