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Lebedev quadrature for spherical integration
This module implements Lebedev quadrature rules for numerical integration over the surface of a 3D sphere. Lebedev quadrature is particularly useful for problems in physics, chemistry, and mathematical applications where spherical symmetry is important.
The implementation provides quadrature points and weights for various orders of precision.
Structs§
- Lebedev
Rule - Represents a Lebedev quadrature rule with points and weights
Enums§
- Lebedev
Order - Available Lebedev quadrature orders with corresponding number of points
Functions§
- lebedev_
integrate - Integrates a function over the surface of a unit sphere using Lebedev quadrature.
- lebedev_
rule - Generates a Lebedev quadrature rule for numerical integration over a unit sphere.