tridiag_inv_general

<code>tridiag_inv_general</code> constructs inverse of a general tridiagonal matrix <code>T</code> of order <code>n</code>,
using Usmani's theorem.

We construct the explicit form of clamped cubic interpolating spline (both uniform - knots are equidistant and non-uniform - knots are arbitrary). Using this form, we propose a linear regression model suitable for real data smoothing.

Lubomir Antoni

ICSsmoothing

Data Smoothing by Interpolating Cubic Splines

Juraj Hudak

Csaba Torok

Viliam Kacala

tridiag_inv_general function

<dl><dt>T</dt>
<dd>a tridiagonal matrix.</dd>
<dt>n</dt>
<dd>an order of given tridiagonal matrix.</dd></dl>

Arguments

Construct inverse of a general tridiagonal matrix. — tridiag_inv_general

<dl>

<dt>T</dt>
<dd>a tridiagonal matrix.</dd>


<dt>n</dt>
<dd>an order of given tridiagonal matrix.</dd>

</dl>

tridiag_inv_general: Construct inverse of a general tridiagonal matrix.

Description

Usage

Value

Arguments

Examples