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(1) As shown in [29], relational (mathsf {FDs}) and (mathsf {CFDs}) can be expressed as (mathsf {GFDs}) when tuples in a relation are represented as nodes in a graph.
Among other things, the SAQP allows this: once a DB and class (a relation) are chosen, a where clause can be added that has a selector of possible attributes.
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In all timelines in (a), one red P-A relation directly followed by one green P-A relation is found.
Such a relation is called a congruence.
Such a relation is said to be quasi-reflexive.
In mathematics, a relation is an association between, or property of, various objects.
In general, a relation is any set of ordered n-tuples of objects.
"I must clearly show what a relation is" (1897 CP 3.456).
Thus, a relation is proposed for the reduction factor.
A relation is obtained for coke deposition in pulse microreactors.
A relation is derived between selectivity constants and residence times.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com