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Suppose that is a mapping with for which there exist a map and such that (3.16).
Suppose that is a mapping with for which there exist a map and a function such that (3.1).
Let be a mapping with for which there exist a map and a function such that (3.27).
But by definition of union, F ⊆ U; hence there would exist a map of U onto F and a contradiction could be derived by diagonalization.
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A mapping is said to be relaxed - monotone if there exist a mapping and a function positively homogeneous of degree, that is, for all and such that (1.9).
Whereas it cannot be excluded that some other epitopes might exist, a mapping study showed that anti-HMGCR aAbs recognize the catalytic C-domain of HMGCR, but do not react with the N-terminal domain of the protein [ 15].
Also two mappings are called generalized -weak contractions if there exists a map with and for all such that.
Two mappings are called generalized -weak contractive if there exists a map with and for all such that (2.2). for all.
Assume that there exists a map such that (1.3).
Suppose that is a mapping with for which there exists a map such that (3.17).
A mapping is said to be -weak contractive if there exists a map with and for all such that.
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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