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Exact(7)
Let x i be the coordinates of the point X 0 in the reference configuration, and let ξ i be the coordinates of the corresponding point X in the deformed configuration.
Let e, be linearly independent, and for x ∈ X let (x1, x2) ∈ ℝ2 be the coordinates of x in the basis.
Theorem 9 Let φ : U → S be a surface patch of S which contains P ∈ S, let ( t, s ) be the coordinates of U and let Γ be the Δ-regular curve passing P. Then: i.
For this interpolator, if we define b i to be the coordinates of a bounding box at t=t i, then mathbf{b}_{i}=left[x_{i} quad y_{i} quad w_{i} quad h_{i}right], (1).
Let x p and y p be the coordinates of the point of intersection of the curve Γ and the plane O x y and also the non-torsional oscillations are prescribed on the plane O x y.
Let x=[x,y] T and x i =[x i,y i ] T,i=1,2,…,M be the coordinates of the target node and anchor nodes, respectively, where M is the number of anchor nodes with M≥3 for two-dimensional positioning.
Similar(53)
Let L s =(x s,y s ) be the coordinate of the source node location and L d =(x d,y d ) be the coordinate of destination location.
Let (x i, y i ) be the coordinate of the i-th MM sequence s(i).
Let P i be a set of coordinates representing the target protein, and P i j ∈ P i be the coordinate of the j-th atom of the target protein.
What are the coordinates of the fourth vertex of the rectangle?" The answer was obviously (F).
where (−5,−4) are the coordinates of the ideal point.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com