Weighted Bounds for Multilinear Square Functions
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Let \(\vec {P}=(p_{1},\dotsc ,p_{m})\) with 1 < p1, …, pm < ∞, 1/p1+⋯+1/pm=1/p and \(\vec {w}=(w_{1},\dotsc ,w_{m})\in A_{\vec {P}}\). In this paper, we investigate the weighted bounds with dependence on aperture α for multilinear square functions \(S_{\alpha ,\psi }(\vec {f})\). We show that

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