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Recent tremendous studies on subelliptic PDEs arising from non-commuting vector fields have been well developed; for details see [3, 6, 7, 12 19] and references therein.
We investigate pairs of commuting Foias Williams/Peller type operators acting on vector-valued weighted Bergman spaces.
We investigate n-tuples of commuting Foias Williams/Peller type operators acting on vector-valued weighted Bergman spaces.
This article attempts to fill this gap by examining four commuting benchmarks (minimum commute, maximum commute, random commute, and proportionally matched commute) and five excess commuting indices (excess commute, commuting potential utilized, commuting economy, normalized commuting economy, and effort).
Commuting came in last.
■ Commuting costs.
They were joyriding, not commuting.
"I don't miss commuting.
Commuting to London is rising.
Take commuting.
(B): Commuting data.
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