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Also, the ETAS model is shown to be a stable model.
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injective model structure of Example 2.13 is a stable model category.
Then (langle mathsf{R}(Phi )',mathsf{R}(Phi ) rangle ) is a stable model pair. .
Then (langle mathsf{R}(Phi )',mathsf{R}(Phi ) rangle ) is a stable model pair.
Then (langle mathcal {C}_0,mathcal {C}' rangle ) is a stable model pair.
It is elementary to check that (C_cdot (A_cdot )) is a stable model category, and (langle C^{pf}_cdot (A_cdot ),C_cdot (A_cdot ) rangle ) is a stable model pair in the sense of Definition 2.12.
Then (langle mathsf{G}(L,M,q ', mathsf{G}(L,M,q) rangle ) is a stable model pair.
The pair (langle mathsf{Ind},mathcal {C},mathsf{Ind},mathcal {C}' rangle ) is a stable model pair.
Then (langle mathsf{G}(L,M,q ', mathsf{G}(L,M,q) rangle ) is a stable model pair. .
Moreover, (langle C_cdot (k),C_cdot (k) rangle ) is a stable model pair, and (langle Phi,Phi rangle ) is stable in the sense of Definition 3.2.
Then (langle {text {Sec}}_rho (M(I),rho ^*mathcal {C}),{text {Sec}}(M(I),rho ^*mathcal {C}') rangle ) is a stable model pair with respect to the model structure on ({text {Sec}}(M(I),rho ^*mathcal {C}')) provided by Theorem 7.17.
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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