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A more careful calculation with the choice of transport parameters presented in turn the deduced thermodynamical parameters which infer that AMIF superconductors belong to strongly type II superconductor and in a dirty limit.
Suppose that (F :Ktimes Kto2^{Y} ) satisfies the following: (i) F is type I C-pseudomonotone and (F x,x subset Ccap-C), (forall x in K); (ii) the set ({xin K: F x,y subseteq C}) is closed for any (yin K) and F is strongly type I C-diagonally quasi-convex in the first argument; (iii) the set ({yin K: F x,y subseteq-C}) is closed for any (xin K) and F is C-convex in the second argument. .
F is type II C-pseudomonotone and (F x,x subset Ccap-C), (forall x in K); the set ({xin K: F x,y cap Cneqemptyset}) is closed for any (yin K) and F is strongly type II C-diagonally quasi-convex in the first argument; the set ({yin K: F x,y cap-Cneqemptyset}) is closed for any (xin K) and F is C-convex in the second argument.
F is type I C-pseudomonotone and (F x,x subset Ccap-C), (forall x in K); the set ({xin K: F x,y subseteq C}) is closed for any (yin K) and F is strongly type I C-diagonally quasi-convex in the first argument; the set ({yin K: F x,y subseteq-C}) is closed for any (xin K) and F is C-convex in the second argument.
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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