cubature


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cu·ba·ture

 (kyo͞o′bə-cho͝or′, -chər)
n.
1. The determination of the volume of a solid.
2. Cubage.

cubature

(ˈkjuːbətʃə)
n
1. (Mathematics) the determination of the cubic contents of something
2. (Mathematics) Also called: cubage cubic contents
[C17: from cube1 + -ature, on the model of quadrature]

cu•ba•ture

(ˈkyu bə tʃər, -ˌtʃʊər)

n.
1. the determination of the cubic contents of something.
2. cubic contents.
[1670–80; cube1 + -ature, after quadrature]
Translations
References in periodicals archive ?
ENGELS, Numerical Quadrature and Cubature, Academic Press, London, 1980.
However, they were able to construct frames that were actually tight, by performing exact discretizations of integrals, by using appropriate cubature points.
Dragomir, An Ostrowski Type Inequality for Double Integrals and Applications for Cubature Formulae, RGMIA Res.
Writing for graduate students and researchers with experience in functional analysis and numerical methods, the authors describe applications for new procedures of approximation, most of which include approximate quasi-interpolation, interpolation, least square approximation, cubature of integral operations and wavelet approximations.
It would be no problem to install new counters there, but it would result in a bigger cubature (cubic space), further security equipment, additional staff and an increase in costs.
h] is formed by the standard cubature formula using the nodes of each element (= lumped mass matrix).
Early works of analysis include such topics as the binomial theorem and as a consequence from it the polynomial theorem, purely analytic proof of the theorem and three problems of rectification, complanation and cubature ("as a sample of a complete organization of the science of space"), with later analysis and the infinite represented by pure theory of numbers, theory of functions and improvements, and paradoxes of the infinite.
Kim, A survey of known and new cubature formulas for the unit disk, Korean J.
This consultation relates to topographic surveys of existing states, the establishment of project planning, implementation of points on site, control leveling and cubature during construction, and, building built drawings to end of work.
There are also good perspectives in the application to numerical cubature and to the numerical solution of PDEs by collocation and discrete least squares methods [45].