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numerical integration

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numerical integration [nü′mer·i·kəl ‚int·ə′grā·shən]
(mathematics)
The process of using a set of approximate values of a function to calculate its integral to comparable accuracy.
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6) in the form of an asymmetric solitary wave by numerical integration under asymptotic boundary conditions.
On the interaction of deformation waves in microstructured ... by Salupere, Andrus; Tamm, Kert; Engelbrecht, Juri; Peterson, Pearu / Proceedings of the Estonian Academy of Science Physics/Mathematics
The inequality then applied to numerical integration and for special means, given in the form of the following theorem: Theorem 1.
Weighted Ostrowski-Gruss type inequality for differentiable mappings by Ahmad, Farooq; Rafiq, Arif; Mir, Nazir Ahmad / Global Journal of Pure and Applied Mathematics
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Tire mechanics symposium held by Rubber World
 
 
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