Optimal Cubature Formulas on a Sphere of Three-Dimensional Space

Bozarov Bakhromjon Ilkhomovich; Sattorov Abdusalom Mutalipovich

Optimal Cubature Formulas on a Sphere of Three-Dimensional Space

Authors

Bozarov Bakhromjon Ilkhomovich
Sattorov Abdusalom Mutalipovich

Keywords:

optimal quadrature formula, optimal cubic formula, unit sphere

Abstract

This article shows the construction of an optimal cubic formula for the integration of functions defined on the unit sphere. By transferring the functions defined on the unit sphere to the spherical coordinate system, multiple integrals are made, and optimal quadrature formulas for each variable are constructed.

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Published

2023-07-07

How to Cite

Bozarov Bakhromjon Ilkhomovich, & Sattorov Abdusalom Mutalipovich. (2023). Optimal Cubature Formulas on a Sphere of Three-Dimensional Space. Vital Annex: International Journal of Novel Research in Advanced Sciences, 2(7), 10–13. Retrieved from https://innosci.org/IJNRAS/article/view/1495