Pages that link to "Item:Q2903926"
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The following pages link to Vector-valued singular integrals revisited-with random dyadic cubes (Q2903926):
Displaying 8 items.
- Operator-valued dyadic shifts and the \(T(1)\) theorem (Q293064) (← links)
- An operator-valued \(T(1)\) theorem for symmetric singular integrals in UMD spaces (Q2225267) (← links)
- Almost Lipschitz-continuous wavelets in metric spaces via a new randomization of dyadic cubes (Q2252925) (← links)
- Linear bounds for Calderón-Zygmund operators with even kernel on UMD spaces (Q2253140) (← links)
- An operator-valued \(T1\) theory for symmetric CZOs (Q2286488) (← links)
- The proof of the nonhomogeneous \(T1\) theorem via averaging of dyadic shifts (Q2797729) (← links)
- Adaptive deterministic dyadic grids on spaces of homogeneous type (Q2926667) (← links)
- Approximation of critical regularity functions on stratified homogeneous groups (Q5002184) (← links)