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Surprisingly, a slightly weaker strong hypercontractivity property holds for any symmetric measure on R. A log-Sobolev inequality (LSI) is deduced from the (SHC) for compactly supported measures on Rn, still for log-subharmonic functions.
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That is, the definition means that when the EASMI is higher (lower), EASMs are weaker (stronger).
It would be weak, strong, weak, strong, weak, strong, right?
Weak, strong, strong, very weak, strong.
No, we saw — the first one is very weak, strong, strong, very weak, strong.
Weak, strong, and deictic: Three kinds of definites.
Instead of being strong, not quite as strong, less strong, weaker, very weak, as you go out, it goes weak, strong, strong, very weak, strong.
So duple is just one, two, one two, one two, one, [sings], one strong beat, one weak beat, strong, weak, strong, weak, in that fashion, and conversely of course triple is strong, weak, weak, strong, weak, weak, with two weak beats between each strong beat.
It is suggested to differentiate between weak, strong and very strong high-frequency excitations.
The weak, strong and converse duality theorems are proved.
* The noise reduction level can be specified as Off, Auto, Weak, Strong, or MAX.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com