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This is optimal, based on bounds on the number of such repetitions established in previous work.
It only need draw on bounds on comparative plausibility ratios, and these bounds only play a significant role while evidence remains fairly sparse.
Same approach based on bounds is followed in [11, 12] for Nakagami-m and generalized Gamma channels.
There is an enormous literature not only on this subject but also on bounds on the number of bound states when finite and on moments of the eigenvalues.
As for non-bipartite graphs, we can focus on bounds (4), (6), and (23) that can be computed without generating any graph.
We now focus on bounds (3), (5), and (22) that share the advantage of being dependent only on n and/or m.
Similar(49)
As a result, economic transactions are based not on pure rationality but on bounded rationality.
Lots of papers on "bounded rationality" or "nearly rational" behaviour are now appearing.
Alas Eve, with her "safety bet" on "Bounding Willie" for the "two-thirty race at Sandown" was less fortunate.
The literature on bounded rationality is large.
Moreover, f ∗ is bounded on bounded sets.
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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