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If it approximates the $105 million-ish totals of the last few solo MCU flicks, then it'll still clear $550m worldwide.
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Recall that a group (G) is said to be a residually finite- p) group (sometimes also called residually finite- p)-group) if it isometimesmalso by finite (p)-groups, i.e., for any (gin G) there is a finite (p)-group (H) and a homomorphism (phi :Grightarrow H) with (phi (g)ne 1).
We feel that work at a symbolic level will proceed most effectively if it is understood that it approximates a system that is underlyingly much more parallel and distributed, since at that point insights from work at the connectionist level will flow even more freely into efforts to capture aspects of cognition at the symbolic level.
The system (1.1) is said to be rapidly exact- (resp. approximate-) controllable if it is exact- (resp. approximate-) controllable in any time duration (Tin 0,infty)).
If it's the approximate thickness of a standard slab of bacon and crusted with a thick layer of salt and spice, go for it.
An operator on an lp-space is called band-dominated if it can be approximated, in the operator norm, by operators with a banded matrix representation.
It is shown that a multivalued nonexpansive mapping on a bounded closed convex subset of X has an endpoint if and only if it has the approximate endpoint property.
Furthermore, a replicator should minimize the fraction of its non-heritable but variable part (that is: (V - H) → 0) if it wants to approximate ideal replication.
This behavior felt bot-like, and I wondered if it couldn't be approximated algorithmically.
(i) is called almost periodic if it can be uniformly approximated by linear combinations of.
The value of the conjecture is that if it is hard to approximate the unique games problem in this way, then many other important 'hard' problems of this kind cannot be approximated well either.
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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