Sentence examples for modular functional from inspiring English sources

Finally, using these functionally enriched expression signatures, we assembled two detailed interactomes that highlight modular functional networks of classical dry AMD, CNV, and GA in RPE-choroid and neural retina tissues.

The modular functional domain structure of polyketide synthases have been recombined through genetic engineering into unnatural constellations in heterologous hosts in order to produce polyketide structures not yet discovered in nature.

Nakasuka, Y. Nakamura, Panel extension satellite (PETSAT a novel satellite concept consisting of modular, functional and plug-in panels, in: 24th International Symposium on Space Technology and Science, invited talk, 2004-o-2, 2004 [1]] is a satellite which is made of several "functional panels".

In this paper, we will use some geometrical properties of the modular functional.

A mapping (rho:{mathbb{R}}rightarrow[0,infty]) defined by (rho(x)=sqrt{vert xvert }) is a trivial example of a modular functional.

Given a measurable function f on Ω for 1 ≤ p ≤ ∞, we define the modular functional associated with p by ρ p , Ω ( f ) = ∫ Ω ∖ Ω ∞ | f ( x ) | p ( x ) d x + ∥ f ( x ) ∥ L ∞ , where Ω ∞ denotes the set of points in Ω on which p ( x ) = ∞.

Such an estimate can be useful to provide error bounds for certain approximations in (L^{p}), or in Orlicz spaces, where convex modular functionals are often involved.

As explained above, our solution to Sellers' conjecture will lead to subspaces S i specified in quite different and to us unexpected fashion: namely, by modular functions satisfying functional identities like (42) and (43) in Section  6.

Analyses of A. spinosum full-length PKS transcripts and of the corresponding Western blots (Additional file 3: Figure S1) confirms the mono-modular functional Type I PKS structure, which might be a common feature in dinoflagellates [ 29, 30].

By examining quantities relating to the modular-functional organization of the metabolism, we confirm that metabolic networks have a more complex modular organization than the atmospheric networks, but not much more.

A modular function is called -finite if there exists an increasing sequence of sets such that and It is easy to see that the functional is a modular and satisfies the following properties: (i) if and only if -a.e., (ii) for every scalar with and, and.