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For the mappings, we extend the mapping from a relatively nonexpansive mapping to a countable family of Bregman W-mappings.
(2) For the mappings, we extend the mapping from a relatively nonexpansive mapping to a countable family of Bregman W-mappings.
(2) For the mappings, we extend the mapping from a relatively nonexpansive mapping to a countable family of Bregman weak relatively nonexpansive mappings.
In addition, as there is no one-to-one mapping from a sequence to a peptide structure, we considered several different mappings, and one with the lowest energy was chosen.
Let be a mapping from a commutative semigroup into itself.
This chapter shows the process of mapping from a Java PSM to Java code.
Theorem 10 Let L be a continuous linear mapping from A into itself.
Let be a multivalued mapping from a complete metric space into such that (2.1).
Let f : X → Y be a mapping from a soft space X to soft space Y.
If there exists an odd continuous mapping from A to B, then γ ( A ) ≤ γ ( B ).
Let T be a mapping from a set C ⊂ R N into itself.
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