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The following generating relation is straightforward: ∑ k = 0 ∞ M k ( n ) t k k !
A yeast-human inference relation is straightforward for the one-to-one cases, and the human gene inherits the SL neighbors of its yeast homolog.
This relation is straightforward for gain-type criteria (the more, the better), and can be easily reversed for cost-type criteria (the less, the better).
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The first equivalence relation was straightforward and was created to associate an instance of the concept experiment-specific gene identifier with a possible instance of the concept KEGG identifier.
(The generalization to n-ary relations is straightforward).
The extension to kinds and relations is straightforward and only occasionally do I say what a certain theory says about relations.
The following relations are straightforward consequences of equation (2.10) g ( P X, P Y ) = cos 2 θ ( g ( X, Y ) − η ( Y ) η ( X ) ), (2.11).
The following relations are straightforward consequences of (2.12): begin{aligned}& g(PX,PY =cos^{2}theta bigl( g X,Y)- eta(Y eta(X) bigr), end{aligned} (2.13) begin{aligned}& g(FX,FY =sin^{2}theta bigl( g X,Y -eta(Y)eta(X) big X,Y -etaligned} (2.14) for all (X,Y eta Xa(TM)).
We take particular interest in microarray-based grading as it offers some key advantages over other proposed strategies (MammaPrint and Oncotype Dx etcetera): grade is well-known and interpretation in relation to clinical guidelines is straightforward.
The framework we have developed can easily be adapted to a variety of realistic situations since taking into account the weights of the sub-problems, the opinions or the relations of the group is straightforward.
Although in many cases, it is not possible to write the scaling relation in a closed form, it is straightforward to compute it numerically.
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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