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Unlike the work in [26] for two sum terms, the maximal regions of validity for our estimate of the unknown function are decided by boundaries of more than two planar regions.
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Notably, although the deformation of the 18 clinical cases are significantly different (in terms of the LV volume and ejection fraction), surprisingly the estimated AT transients (especially in terms of the maximal AT) are similar, indicating that AT is likely to be highly coupled with the prescribed pressure.
The occurrences are then divided by the number of annotations (which is two in the given example) in order to get occurrence probabilities of GO terms, p(x): In this equation, orphan GO terms that have not been used in UniProtKB-GOA were assigned the lowest p(x) value of the terms, meaning the maximal IC.
Numerically exploitable conditions in terms of the maximal deviation of the design delay, and of the assigned closed loop are given.
The results were compared in terms of the maximal force and strain developed in the linear portion of the force/time and strain/time scale.
The Hardy space H L 1 ( R d ) associated with the Schrödinger operator L is defined as follows in terms of the maximal function mentioned.
Moreover, since can be expressed in terms of the maximal invariant statistic, it is invariant with respect to the transformations defined in [26].
This last constant can be estimated without difficulties in terms of the maximal radius of balls contained in the given subset.
Expressive power of these formalisms is measured in terms of the maximal order of the constants in the abstract vocabulary and of the object types interpreting the atomic abstract types.
We estimate error bounds between binary subdivision curves/surfaces and their control polygons after k-fold subdivision in terms of the maximal differences of the initial control point sequences and constants that depend on the subdivision mask.
We will adjust the group radius, Rg, to form two different group scales in terms of the maximal hops in each group, i.e., the one-hop group and the multi-hop group.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com