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Pronunciation varies by accent · noun
(mathematics) A non-commutative bilinear operator acting on functions that in some sense is like the product of the two functions it acts on..
To do this, we will characterize the boundedness of dyadic paraproducts on Lᵖ(W) via a new matrix weighted Carleson embedding theorem.
Use paraproduct when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Paraproduct means (mathematics) A non-commutative bilinear operator acting on functions that in some sense is like the product of the two functions it acts on..
The closest synonym depends on the sentence and intended sense.
The opposite depends on the specific sense.
To do this, we will characterize the boundedness of dyadic paraproducts on Lᵖ(W) via a new matrix weighted Carleson embedding theorem.
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