interporth2inc
Incremental orthogonal polynomial interpolation for 2D.
Syntax
[f, esys, eeval, edom] = interporth2inc(x, Fxt, tol, inc, domain)
Description
f = interporth2inc(x, Fxt) interpolates an expression by using the
Chebyshev or Legendre points. In this version an incremental scheme is
applied, and the interpolation degree is automatically found.
Inputs (required)
x = independent tau variable (itau object).
Fxt = two variable function F(x, t) (char).
Inputs (optional)
tol = tolerance for precicion (double).
inc = step of polynomial degree (integer).
domain = rectangular domain (double vector: [x1 x2 y1 y2]).
Output
f = coeficients of interpolation (double matrix).
esys = error in the linear system (double vector).
eeval = (max.) error in the evaluation (double scalar).
edom = error in the full domain (double matrix).
See also
interporth, interporthinc and interporth2.
f = interporth2inc(x, Fxt) interpolates an expression by using the Chebyshev or Legendre points. In this version an incremental scheme is applied, and the interpolation degree is automatically found.
Inputs (required)
x = independent tau variable (itau object).
Fxt = two variable function F(x, t) (char).
Inputs (optional)
tol = tolerance for precicion (double).
inc = step of polynomial degree (integer).
domain = rectangular domain (double vector: [x1 x2 y1 y2]).
Output
f = coeficients of interpolation (double matrix).
esys = error in the linear system (double vector).
eeval = (max.) error in the evaluation (double scalar).
edom = error in the full domain (double matrix).
See also
interporth, interporthinc and interporth2.
tol = tolerance for precicion (double). inc = step of polynomial degree (integer). domain = rectangular domain (double vector: [x1 x2 y1 y2]).
Output
f = coeficients of interpolation (double matrix).
esys = error in the linear system (double vector).
eeval = (max.) error in the evaluation (double scalar).
edom = error in the full domain (double matrix).
See also
interporth, interporthinc and interporth2.
interporth, interporthinc and interporth2.