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where ( mathbb{S} ) denotes set of spatial locations of intermediate map and ℕℕℝ denotes nearest neighbor interpolation-based resizing.
Properties research based on interval-valued association rules is conducted, and an interval-valued rule pattern: 〈F, ∨, ∧〉 is constructed, where F denotes set of interval-valued ruses, ∨ and ∧ denote the disjunctive operation and conjunctive operation, respectively.
V(A) denotes set of all possible values of A. The binary tree stops growing when an attribute A captures single value or when value of information gain vanishes.
If μ denotes set of all positions of K 1, in which either t ( g K 1 ) ⊂ K 0 or t ( g K 1 ) ⊃ K 0, then the above formula of Blaschke can be rewritten as ∫ μ d g + ∫ { g ∈ G 2 : ∂ K 0 ∩ t ∂ ( g K 1 ) ≠ ∅ } n ( g ) d g = 2 π ( t 2 A 1 + A 0 ) + t P 0 P 1. (12).
{Di} denotes set of all drug perturbations combined with drug of interest.
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Henceforth, let L denote set of potential locations which have been planned, and M denote set of potential locations which have not planned yet.
Let (M_i) denote set of all maximal k-plex of (Q_i).
Let (mathcal {K} triangleq {1,cdots,M}) denote set of indices of the constellation points.
Let, denote set of all bodies in,, respectively, that have a positive continuous curvature function.
A second option (Karttunen 1977) is to take wh-complements to denote sets of propositions.
Let A, B, and C denote attributes, and X, Y and Z denote sets of attributes.
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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