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In this paper we study the robustness properties of strong and polynomial stability of semigroups of operators.
We also study essential computational properties of strong and weak forgettings and conflict solving in the framework.
The objective of the present study was to comprehensively evaluate the mechanical properties of strong porous scaffolds of silicate 13-93 bioactive glass fabricated by robocasting.
Various (mostly well known) properties of strong and weak maps are surveyed and some probably new strong map constructions are presented.
The properties of strong extensions are clarified through a new generalization of d-separation, and exact and approximate inference methods are described for strong extensions.
It has the properties of strong bonding capacity, poor permeability and poor resistance to erosion.
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For the properties of strong-mixing, one can read the book of Lin and Liu [7].
The close connection between the idea that drives this app and the property of strong triadic closure is amazing.
In particular, the property of strong regularity is characterized in terms of a matricial Muckenhoupt (A2) condition in the Treil Volberg form.
We now present certain results, in relation to the stronger property of strong intuitive fairness.
Subsequently, we further show that Algorithm A has the property of strong convergence.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com