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(iii) A family is said to satisfy the -fpp if has a common fixed point in every nonempty closed convex subset of which satisfies with respect to each. .
A semigroup is said to satisfy the -fpp if has a common fixed point in every nonempty closed convex subset of which satisfies with respect to the semigroup.
A family is said to satisfy the -fpp if has a common fixed point in every nonempty closed convex subset of which satisfies with respect to each.
(ii) A semigroup is said to satisfy the -fpp if has a common fixed point in every nonempty closed convex subset of which satisfies with respect to the semigroup.
(i) A mapping is said to satisfy the -fixed point property ( -fpp) if has a fixed point in every nonempty closed convex subset of which satisfies with respect to.
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which satisfies (4) with.
Let be an -strongly convex function with constant which satisfies conditions and with.
Let be an -strongly convex function with constant which satisfies the conditions and with.
He also highlighted that the deal "expressly excludes nonperforming and other criticized assets, as well as other risks, which satisfies our criteria with respect to risk management".
If is an asymptotically regular and uniformly G1-Lipschitzian semigroup of self mappings on which satisfies the property with, then there exists some such that for all.
One key aspect of our approach is that the relationship between a candidate gene and a disease may also involve an intermediate gene which satisfies some relationship with the disease.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com