Claim 2. is the greatest weak solution of (6.1) in.
and the greatest weak solution is given by (6.6).
and the greatest weak solution of (1.1) in is given by (5.6).
Claim 3. The greatest weak solution of (6.1) in,, satisfies (6.6).
and then Theorem 5.3 implies that, where is the greatest weak solution of (6.11) in.
Since every weak solution is a weak lower solution, is the greatest weak solution of (1.1) in.
In particular, the greatest weak solution of (6.1) in exists and it is greater than or equal to.
What do you think about the fact that Microsoft is buying somewhat shoddy software to fix one of their greatest weak spots in enterprise collaboration software?
Extremal (least and greatest) weak solutions of (6.1) in a certain subset of are defined in the obvious way considering the previous ordering.
We will only prove that (5.6) defines the greatest weak solution of (1.1) in, as the arguments to show that (5.5) is the least one are analogous.
The complete details on assays are in the Additional file 1. Cross-reactivity was grouped into four broad categories: Strong Cross-Reactivity (5% or greater), Weak Cross-Reactivity (0.5-4.9 0.5-4.9 Weak Cross-Reactivity (0.05-0.49%), and Not Cross-ReactiVery<0.05%).
