Exact(1)
In standard truth-functional propositional logic, commutation, or commutativity refer to two valid rules of replacement.
Similar(59)
This is the rule of replacement.
The replacement type τ i specifies the rule of replacement.
Finally, we followed Rohwer [23] to generate iterated summary tables that make the conclusions about the rules of feather replacement easy to see.
While we think it is important to mention this as a possible alternative interpretation of the rules of primary replacement in H. mystacea, we also doubt that this interpretation is correct because data for immatures (Table 1) offer no suggestion that there are two series of primaries.
In case of missing values, the already validated rules for replacement of missing data determined for each scale or questionnaire will be used.
We describe the rules of flight feather replacement for Hemiprocne mystacea, a small, 60g tree swift from the New Guinea region.
Confidence in interpretations of the rules of flight feather replacement depends on good samples of growing feathers at every feather position.
Rohwer [23] provides a detailed overview of the methods we follow to support our conclusions about the rules of flight feather replacement in H. mystacea.
Here we follow the methods proposed by Rohwer [23] to summarize the rules of flight feather replacement for Hemiprocne mystacea (Lesson, 1827), the Moustached Tree Swift.
Presenting both the columns of zeros separating adjacent molt series and predominate directionality values in bold font makes the rules of flight feather replacement easier to perceive in the iterated table.
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