Sentence examples for the problem is to construct from inspiring English sources

The problem is to construct for any given r a matrix H with the maximum number of rows possessing the property Pt.

The problem is to construct a model that has all the formal properties required to handle the processes found to be operative in languages but that prohibits rules that are not required for linguistic description.

The problem is to construct for each of the categories (color, time, place, and so forth) a map that assigns a unique position to each quale in the category, and that represents the relative likeness of qualia by nearness in position.

For the sphere, the problem is to construct all the circles (the boundaries of spherical caps) that are tangent to three given circles on the sphere.

The standard solution to this problem is to construct tandem devices, whereas an alternative is to interconnect several one band gap cells in series, side by side.

In both the IST and PIM frameworks, either a linear or a non-linear approach to the inverse problem can be developed, and the central computational requirement for the forward problem is to construct a suitable model for the sources and detectors which can be used to match the experimental data taken on the turbid medium's surface.

(An example of a different approach was presented in [ 14].) The second problem is to construct a supertree from the given set of gene trees.

The goal of these problems is to construct one or multiple tests to evaluate the test subject.

The big challenge in solving the general carcinogenicity prediction problem is to construct a model that would be able to predict carcinogenicity for a wide diversity of molecular structures, spanning an undetermined number of chemical classes and biological mechanisms.

The general statement of Apollonius' problem is to construct one or more circles that are tangent to three given objects in a plane, where an object may be a line, a point or a circle of any size.

Our problem is to construct set S c with the knowledge of set S l.