This function returns a list with n elements containing the order k quadrature rule data frame for the ultraspherical polynomial for orders k = 1,;2,; … ,;n.
● Data Source:
CranContrib
● Keywords: math
● Alias: ultraspherical.quadrature.rules
●
0 images
|
This function evaluates the integral of the given function between the lower and upper limits using the weight and abscissa values specified in the rule data frame. The quadrature formula uses the weight function for ultraspherical polynomials.
● Data Source:
CranContrib
● Keywords: math
● Alias: ultraspherical.quadrature
●
0 images
|
This function returns a list with n elements containing the order k quadrature rule data frame for the shperical polynomial for orders k = 1,;2,; … ,;n.
● Data Source:
CranContrib
● Keywords: math
● Alias: spherical.quadrature.rules
●
0 images
|
This function evaluates the integral of the given function between the lower and upper limits using the weight and abscissa values specified in the rule data frame. The quadrature formula uses the weight function for spherical polynomials.
● Data Source:
CranContrib
● Keywords: math
● Alias: spherical.quadrature
●
0 images
|
This function returns a list with n elements containing the order k quadrature rule data frame for the shifted Legendre polynomials for orders k = 1,;2,; … ,;n.
● Data Source:
CranContrib
● Keywords: math
● Alias: slegendre.quadrature.rules
●
0 images
|
This function evaluates the integral of the given function between the lower and upper limits using the weight and abscissa values specified in the rule data frame. The quadrature formula uses the weight function for shifted Legendre polynomials.
● Data Source:
CranContrib
● Keywords: math
● Alias: slegendre.quadrature
●
0 images
|
This function returns a list with n elements containing the order k quadrature rule data frame for the shifted Chebyshev U polynomial of the first kind for orders k = 1,;2,; … ,;n.
● Data Source:
CranContrib
● Keywords: math
● Alias: schebyshev.u.quadrature.rules
●
0 images
|
This function evaluates the integral of the given function between the lower and upper limits using the weight and abscissa values specified in the rule data frame. The quadrature formula uses the weight function for shifted Chebyshev U polynomials.
● Data Source:
CranContrib
● Keywords: math
● Alias: schebyshev.u.quadrature
●
0 images
|
This function returns a list with n elements containing the order k quadrature rule data frame for the shifted Chebyshev T polynomial for orders k = 1,;2,; … ,;n.
● Data Source:
CranContrib
● Keywords: math
● Alias: schebyshev.t.quadrature.rules
●
0 images
|
This function evaluates the integral of the given function between the lower and upper limits using the weight and abscissa values specified in the rule data frame. The quadrature formula uses the weight function for shifted Chebyshev T polynomials.
● Data Source:
CranContrib
● Keywords: math
● Alias: schebyshev.t.quadrature
●
0 images
|