Sentence examples for by standard methods see from inspiring English sources

Exact(5)

In general, these parameters can be properly obtained off-line by standard methods; see [36].

RNA from adult plants was extracted by standard methods (see below); cDNA was prepared (see below) and sequenced by RT-PCR, using primers based on the gene sequence.

Pluripotent cells were cultured by standard methods (see Supplemental Information for details).

A phospho-peptide to the C-terminal 15 amino acid residues of Drosophila H2AV was used to generate a monoclonal antibody by standard methods (see Materials and Methods).

were prepared by standard methods (see Supporting Information) The initial dsDNA library consists of approximately 10 sequences, each containing an N30 random region, flanked by fixed primer regions; one of which carries the T7 RNA polymerase promoter.

Similar(55)

The test of equality of the covariance matrices on the cliques can be tested by following the standard methods (see [ 25]) without need of using the results described at the beginning of this section.

Pre-processing followed standard methods (See Supplementary material).

By considering inequality (24) it can be proved by the standard method (see [11], pp.302-304) thet the operator L_{lambda}^{-1}f(x)= int_{-infty}^{+infty}G x,t,lambda)f(t), dt as (L_{lambda}^{-1} L_{2}( mathbb{R} )rightarrow L_{2}( mathbb{R})) is bounded for (lambdain mathbb{C}), (operatorname{Re}(lambdaomega_{0})neq0) (it is (lambdainrho(L_{lambda }))).

By considering formulas (14), (15) it can be proved by the standard method (see [16], pp.302-304) that for each (f(x in L_{2}(mathbb{R} ^)) the function y x,lambda)=int_{0}^{+infty}G x,t,lambda)f(t),dt, belongs to (L_{2}(mathbb{R} ^)) and satisfies the condition (y^{prime}(0,lambda )-hy 0,lambda)=0).

Focusing on the estimates obtained by the standard method (see Figure 11a), the limitations of this method previously observed for the training and validation data sets are endorsed.

By the standard method (see [3]), we can show that (2.11) has a unique classical solution ω ( x, t ) and ω ( x, t ) ≥ c.

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