PolyGrid

class pyarts.arts.interp.PolyGrid(*args, **kwargs)

Polynomial interpolation object

Overview

Attribute	order	The order of interpolation
Attribute	pos	The interpolation positions
Attribute	weights	The interpolation weights
Operator	__eq__()	Return self==value.
Operator	__ge__()	Return self>=value.
Operator	__getstate__()	__getstate__(self) -> tuple[int, pyarts.arts.ArrayOfNumeric, my_interp::Empty]
Operator	__gt__()	Return self>value.
Operator	__hash__()	Return hash(self).
Operator	__le__()	Return self<=value.
Operator	__lt__()	Return self<value.
Operator	__ne__()	Return self!=value.
Operator	__setstate__()	__setstate__(self, arg: tuple[int, pyarts.arts.ArrayOfNumeric, pyarts.arts.ArrayOfNumeric], /) -> None

Constructors

__init__(self, val: float, vec: pyarts.arts.Vector, polyorder: int = 1) → None

Construct a Lagrange interpolation object

Attributes

order

The order of interpolation

pos

The interpolation positions

weights

The interpolation weights

Operators

__eq__(value, /)

Return self==value.

__ge__(value, /)

Return self>=value.

__getstate__(self) → tuple[int, pyarts.arts.ArrayOfNumeric, my_interp::Empty]

__gt__(value, /)

Return self>value.

__hash__()

Return hash(self).

__le__(value, /)

Return self<=value.

__lt__(value, /)

Return self<value.

__ne__(value, /)

Return self!=value.

__setstate__(self, arg: tuple[int, pyarts.arts.ArrayOfNumeric, pyarts.arts.ArrayOfNumeric], /) → None