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The following statements are equivalent for a finite measure space.
It shows that these two pairs of theories are equivalent for most technical purposes.
Result: These are equivalent for any finite graph E : 1. L C ( E ) is simple.
The following statements are equivalent for a graphG: (i) Gis a dually RDV graph.
Result: These are equivalent for finite graphs: 1. L C ( E ) is primitive.
Theorem 3.2 The following conditions are equivalent for a ring R. (a) R is right artinian.
In [9] we showed that these definitions are equivalent for a measurable function.
MR-arthrography and CT-arthrography are equivalent for SLAP and full-thickness rotator cuff tears.
We show that, for stationary signals, the two measures are equivalent for TDE.
If w is a weight then the following statements are equivalent for a finite measure space.
Chen and Wang [7] showed that (1.3) and (1.4) are equivalent for φ-mixing random variables.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com