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This relationship is confirmed by phylogenetic analysis with the N-terminal domain of sea bream CRTAC2 as the most divergent sequence.
This strategy yields functional variants that retain the original activity at higher frequencies, suggesting a new strategy for protein engineering that incorporates a more divergent sequence exploration beyond that limited to point mutations.
Clearly, is a nondecreasing divergent sequence.
Let and, where is an increasing divergent sequence and.
Proof Clearly, { z n } is a divergent sequence.
In view of (2.1), there exists and an increasing divergent sequence such that (2.4).
The product C 1 N sums a divergent sequence, where N is the Nörlund method. .
The product C 1 N sums a divergent sequence, where N is the Nörlund method.
Assume that for all and is a positive real divergent sequence.
Assume also that for all and is a positive real divergent sequence.
Let be a nonexpansive semigroup on and let be a positive real divergent sequence.
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