Sentence examples for substitutes expression from inspiring English sources

In summary, we have developed a novel gene prioritization approach that substitutes expression data to prior knowledge of the molecular basis of the disease, as required by existing methods.

Substituting expression (1.7) for into this equality, we get (3.1).

Using the same method of power series and polynomial expansion which has been used to derive the substituted expression of f Y (y|L c e n t e r ) in subsection 3.2, we could get that E [ Y L edge ] = α M 1 − α M 0 1 − γ 2 R β (39).

However, a definition of substitution for FOL (and in general, for an abstract syntax, that is, for a language with a variable binding operator) has to guarantee that no free occurrence of a variable in the substituted expression becomes bound in the resulting expression.

Substituting expression (5) into equation (4), after some operations, we obtain the following system of differential equations for determining (S (t )), (N (t )) and (omega (t )): begin{aligned} &dot{S} (t )=-F' (t )S (t )-S (t )F (t )+S (t )M (t )S (t )-Q (t ), &dot{N} (t )= bigl[S (t )M (t )-F' (t ) bigr]N (t ), &dot{omega} (t )= bigl[S (t )M (t )-F' (t ) bigr]omega (t )-S (t )v (t ).

Note that substituting expression (4) into (1) resolves into the equation z threshold (μΦ + fσΦ, μ c - fσ c ) = -2 f.

Thus, substituting Expression 4 and Λ in the score 2 for each node ν we have (5) S c o r e = { Λ × Γ (s for f (w [ 1.. k ] ) ≥ 1 0 otherwise where s is the proper longest suffix of w = ⟨ ν⟩, that is, the word from the root to the node referenced by the suffix link that goes out from ν.

For the KGD, we have, after substituting expressions for the PMF and CDF (Equations (10) and (9)), h ( x ) = 1 - ( 1 - q x ) α 1 - 1 - q x + 1 α β - 1. (24).

No doubt, we shall substitute this expression with pleasant, good, smart, tasteful clothing.

Substituting the expression in step 5 into step 4 and factoring out common terms, L1 + L2 = π/8(a2 + b2 − c2) + ΔABC.

Substitute the expression of, we have (3.43).