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Consequently, the set of losses also coincides between the two mappings.
By definition of a duplication, the set of duplications outside S i coincides between the two mappings.
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There were no significant differences found between the three mappings.
With Reference G#, notwithstanding the pitch reversals with Smt-MF, there were no significant differences observed between the three mappings.
The results in Figures 6 and 8 also show that there was generally little difference between the three mappings with large (4 and 5) intervals and these are therefore superfluous for this test.
The phenotype is the common interface between these two mappings.
Data collected from all the three mappings was then combined into a single mapping.
Thus, the set of losses also coincides between two mappings α.
This summary does not distinguish between two mappings if one can be continuously deformed to the other; thus, only equivalence classes of mappings are summarized.
A coincidence point between two mappings T, g : X → X is a point x ∈ X such that T x = g x.
A coincidence point between two mappings T, g : X → Y is a point x ∈ X such that T ( x ) = g ( x ).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com