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bundles / numpy 2.4.3 / numpy / polynomial / chebyshev / Chebyshev

ABCMeta

numpy.polynomial.chebyshev:Chebyshev

source: /numpy/polynomial/chebyshev.py :1918

Signature

def   Chebyshev ( coef domain = None window = None symbol = x )

Members

Summary

A Chebyshev series class.

Extended Summary

The Chebyshev class provides the standard Python numerical methods '+', '-', '', '//', '%', 'divmod', '*', and '()' as well as the attributes and methods listed below.

Parameters

coef : array_like

Chebyshev coefficients in order of increasing degree, i.e., (1, 2, 3) gives 1*T_0(x) + 2*T_1(x) + 3*T_2(x).

domain : (2,) array_like, optional

Domain to use. The interval [domain[0], domain[1]] is mapped to the interval [window[0], window[1]] by shifting and scaling. The default value is [-1., 1.].

window : (2,) array_like, optional

Window, see domain for its use. The default value is [-1., 1.].

symbol : str, optional

Symbol used to represent the independent variable in string representations of the polynomial expression, e.g. for printing. The symbol must be a valid Python identifier. Default value is 'x'.

Aliases

  • numpy.polynomial.Chebyshev

Referenced by