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This equation explains the greater equivalent period for ductile systems and also the greater period is the result of the greater equivalent viscous damping ratio.
This can be explained by the greater equivalent, see (1), provided by the use of the BS-UT signal in the combing process at destination. .
This can be explained by the greater equivalent, see (1), provided by the use of the BS-UT signal in the combing process at destination.
Thereafter, expression data for each time point was compared to control and a signal log ratio of 0.6 or greater (equivalent to a fold change in expression of 1.5 or greater) was taken to identify significant differential regulation [ 20].
A mean signal log ratio (SLR) of 0.6 or greater (equivalent to a 1.5 or greater fold change in expression) as well as a students t test output of < 0.005 were used to identify significant differential expression.
We included in our pre-matched control group only those adults who were regular wage earners, such as civil servants, government employees, private sector employees, teachers, employers, and professionals, with an insurable monthly wage of New Taiwan Dollar 40,000 or greater (equivalent to USD 1,300 in 2008).
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This link between an algebraizable logic and its greatest equivalent algebraic semantics allows us to prove a series of general theorems that relate the properties of an algebraizable logic with the properties of its greatest equivalent algebraic semantics.
Overall, a frost depth that extended through the complete green roof yielded the greatest equivalent thermal resistance.
Hence for every algebraizable logic L its natural class of algebras AlgL is its greatest equivalent algebraic semantics, whatever perspective is taken.
In this way we see that the link between L and its greatest equivalent algebraic semantics is really very strong and that the properties of L should translate into properties of the associated equational consequence relation.
For example the isomorphism between the congruences and the normal subgroups of a group can be explained by the existence of an algebraizable logic L of which the class of groups is its greatest equivalent algebraic semantics and the normal subgroups of a group are its L-filters.
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