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The United Nations has a "global compact" for CSR.
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Assume that (I) (f(K_{0})subset K_{0}) and f has a global attractor A. (II) The maximal compact invariant set (A_{partial}=Abigcap M_{ partial}) of f in (partial K_{0}), possibly empty, has an acyclic covering (tilde{M}={M_{1},ldots,M_{k}}) with the following properties: (a) (M_{i}) is isolated in K̃.
Chen [29] shows that the initial boundary value problem for the strongly damped quasilinear wave equation has a global solution and that there exists a compact global attractor with finite dimension.
Celtic certainly has a global reach.
Britain already has a global media brand.
ALERTS, unlike PRODES, has a global reach.
This has a global effect.
Clearly that has a global appeal.
Then the family of multi-valued semiprocesses UΣ has a uniform global compact attractor.
Then the family of multi-valued semipro-cesses {U σ (t, τ)} has a uniform global compact attractor.
UN Secretary General Kofi Annan called for a "global compact of shared values and principles, which will give a human face to the global market".
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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