Sentence examples for geometrical constructs from inspiring English sources

Further processing is required to ensure that the shapes that are represented in the STL model are manifold shapes and can exist as non-abstract geometrical constructs.

Before Faraday, the experiments with iron filings around magnets were known and the term "magnetic curves" was used for the iron filing patterns and also for the geometrical constructs derived from the mathematical theory of magnetism (Gooding et al. 1993).

Among the most common criteria used here are distance bands (individuals are considered neighbors if they are not farther apart than a given distance), nearest neighbors (the first k nearest neighbors are considered), or graph-based neighbors (based on the relationship among geometrical constructs, e.g., Dirichlet polygons) (Bivand et al. 2008, p. 239).

The most straightforward approach is based on a geometrical construction, namely the classical space-tessellation (Voronoi cells), constructed around the a priori detected centers [16], [17].

A nice illustration from an engineering domain (the design of musical instruments) is given by Mairson, who designed a computable notation for describing the geometrical constructions that have been used for a few centuries to construct string instruments.

Just as importantly, we see in Descartes' letter his attempt to expand the scope of legitimate geometrical constructions beyond straightedge and compass by appealing to the motions needed to construct a curve.

Figure 1 Geometrical construction.

Just as the aim of the geometer is to solve geometrical problems (construct figures or prove theorems), so too Aristotle was concerned to solve logical problems (construct arguments or prove propositions).

Many geometrical and biophysical constructs are proposed over the years to model the multifaceted nature of protein structural parameters.

That is, consistent with Descartes' general criterion for constructing geometrical curves, these complex curves can be used in the solution of geometric problems.

By A. J. Liebling and Russell Maloney The New Yorker, June 20 , 1936P. 9 Personality of Cipriano Ferraris whose genius for constructing geometrical arrangements of numbers has never been equalled.