Sentence examples for into congruent from inspiring English sources
In the same vein, the findings of another study which investigated high-level contextual unconscious integration of words into congruent and incongruent sentences100 was recently criticized101,102 (for a review of studies showing different types of unconscious integration, see48).
Based on stimulus characteristics of our complex tone pairs, we categorized trials into congruent (when the pitch shift direction in pitch height matched that in pitch chroma) and incongruent conditions (when pitch height was shifted in a conflicting direction with pitch chroma).
To increase the spatial reuse, the network areas are clustered into congruent polygons with Voronoi geometric features.
A cross tabulation of the 4 classes created by these two solutions shows that at most we can align 49% of the cases into congruent classes; the remaining 51% are necessarily incongruent.
This delightful book considers and solves many problems in dividing triangles into n congruent pieces and also into similar pieces, as well as many extremal problems about placing points in convex figures.
Let (mathcal{D}(Q_{0})) be the collection of all dyadic subcubes of (Q_{0}), that is, all those cubes obtained by dividing (Q_{0}) into (2^{n}) congruent cubes of half its length, dividing each of those into (2^{n}) congruent cubes.
A locally refined triangulation is constructed on a coarse background mesh, subdividing each triangle in the refinement region R into four congruent sub-triangles iteratively, by connecting edge midpoints, until triangles of a prescribed lengthscale are obtained.
A near-stoichiometric Ti-diffused LiNbO3 waveguide was fabricated by indiffusion of Ti-strips into a congruent LiNbO3 (i.e., standard Ti diffusion procedure) and vapor-transport equilibration treatment in this paper.
The Sierpiński gasket is defined as follows: Take a solid equilateral triangle, divide it into four congruent equilateral triangles, and remove the middle triangle; then do the same with each of the three remaining triangles; and so on.
Whilst the SM transforms a non-congruent clause into a congruent equivalent, the CG model puts forward an alternative approach.
For any interface element (Tinmathcal{T}_{n}^{i}), we can divide it into four congruent triangles (T_{j}), (j=1,2,3,4) by connecting the three midpoints of three edges of T. There must exist a subset (T_{j}) which is completely inside of either (T^) or (T^), and we denote it by T̃.
