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Many of the balancing methods proposed involve the propensity score (1), used for either stratifying subjects (2), matching (3), or weighting (4).
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The method proposed involves decomposition of the delayed portion of the system into two parts: a matched and mismatched part.
The basic method proposed involves a stiffness reduction mechanism which operates in an on off fashion depending on the measured states of the system.
For each wavelength, the parallelization method proposed involves the equal and static distribution of the rays for computation by different processors, i.e., following a uniform distribution.
An alternative method is proposed involving the replacement of the bob of the viscometer by a small impeller; this gives a more useful "flow curve" for power requirement predictions in mixing devices with a similar geometry.
Based on the Lax Friedrichs and Nessyahu–Tadmor one-dimensional central finite difference schemes, the numerical methods we propose involve an original and a staggered grid in order to avoid the resolution of the Riemann problems at the cell interfaces.
Self-assembled monolayers (SAMs) of thiols on metals have attracted considerable scientific interest because their wide range of applications including their potential use for serial fabrication of nano/microstructures. Different methods have been proposed involving SAM patterning by different techniques.
Methods have been proposed involving the combination of different types of devices to help avoid collisions.
In this paper a method of geoengineering is proposed involving clouds of dust placed in the vicinity of the L1 point as an alternative to the use of thin film reflectors.
The method proposed here involves a numeric solution to a set of equations relating the content of radiogenic lead in a zircon or other U/Th-enriched mineral to its total lead content, the amount of common lead present, the age of initial crystallization, the age of lead loss and the amount of lead lost in that process.
The method proposed here involves the use of an n-gram similarity score, which is often referred to as the Dice co-efficient in the information retrieval field [ 29, 30].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com