Sentence examples for combine I from inspiring English sources

In this work, we combine (i) NURBS-based isogeometric analysis, (ii) residual-driven turbulence modeling and iii) weak imposition of no-slip and no-penetration Dirichlet boundary conditions on unstretched meshes to compute wall-bounded turbulent flows.

The first method to obtain an overall estimation of motorists flood exposure is to combine (i) the regional density of roads and rivers to derive a count of potential road cuts and (ii) the average daily kilometers driven by commuters of the study area to derive the number of people passing these potential cuts.

Generally, one can find, in the literature, three main theories that explain the CT through DNA: (i) short-range hole/electron tunneling from an (a) acceptor/donor to the corresponding donor/acceptor through DNA, (ii) long-range charge hopping between discrete energy states in the DNA itself, and (iii) some models combine (i) (ii) together.

To correct the database sequence to obtain the GT-S genome sequence, we should combine (i) slr0162 (gspF) and slr0163 (pilC), (ii) slr0364 and slr0366, (iii) sll0762 and sll0763 (this is described above), (iv) sll0751 (ycf22) and sll0752, and (v) ssl0787 and ssl0788 (Supplementary Figs S1 and S2).

The features that we investigated combine (i) the stop codon distribution, (ii) the product of purine probabilities in the three positions of nucleotide triplets, (iii) the product of Cytosine, Guanine, Adenine probabilities in 1st, 2nd, 3rd position of triplets, respectively, (iv) the product of G and C probabilities in 1st and 2nd position of triplets.

Therefore, most evaluation efforts were focused to combine i.e. disease resistance and important morphological characters (yield components) [ 8, 17].

The boolean operations executed by the algorithm to combine I-HAVE-PRODUCT and RELAY directives into one single message are substituted by the corresponding set operations (i.e., the or operation becomes the union, while the and becomes the intersection).

Afterwards, we propose an approach that combines (i) Monte Carlo analysis (MCA) and (ii) fuzzy sets.

Combining (i) and (ii), we have every solution (fnotequiv0) of (1.7) satisfies (rho_{2}(f)= n).

Combining (i) and (ii), we find that every solution of (P) is nonnegative.

Combining (i) and (ii), we know that can be listed as in (1.6).