Sentence examples for finding the intersection from inspiring English sources

Lists can be manipulated to perform functions such as joining lists, finding the intersection between lists, or subtracting lists to find features unique for some desired characteristics.

That technique overcame the difficulty of finding the intersection point of the superposed contours that correspond to the eigenfrequency caused by the crack presence.

Working out what to do with your tongue, how to make it speak the words for you to write; and finding the intersection between your subjectivity and the page in front of you.

The atomic site strain increment tensor is then obtained by finding the intersection of the Delaunay tetrahedra with the Voronoi polyhedra, accumulating the individual deformation gradient contributions of the intersected Delaunay tetrahedra into the Voronoi polyhedra.

Their algorithm for finding the intersection of two parametric surfaces has two steps: determining the topology of the intersection curves and using that information to find the curves themselves.

Our solution was to pick two points on the object, trace a ray through it, finding the intersection interval and then adding a bubble along that interval according to a probability distribution.

During the simulations, the position of the scroll wave tip was recorded by finding the intersections of the iso-surfaces u = 0.5, v = 0.5 in every layer of constant γ using the method of [ 19].

The ads feature vendors and carry attention-getting headlines like "Getting off the street one corner at a time," "The first step in getting off the street is finding the right intersection" and "Newspapers aren't dead.

The problem is simply one of solid geometry: finding the point of intersection of four spheres, each centred on one of the satellites.

Measured natural frequencies are used in a crack detection process and the crack location and size can be identified by finding the point of intersection of three frequency contour lines.

Note Another iterative method termed HAAR (Haugazeau-like Averaged Alternating Reflections) for finding the projection onto intersection of finitely many closed convex sets in a Hilbert space can be found in [[20], Remark 3.4 iii)].