1987•Acta MathematicaOpen access

Polynomial growth estimates for multilinear singular integral operators

Michael Christ, Jean-Lin Journé

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Abstract

A singular integral operator is initially defined as a mapping from Co(R a) to its dual.In other words it is defined by a bilinear form on [C~0(Rd)] 2. In the next definition we

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A singular integral operator is initially defined as a mapping from Co(R a) to its dual.In other words it is defined by a bilinear form on [C~0(Rd)] 2. In the next definition we

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A singular integral operator is initially defined as a mapping from Co(R a) to its dual.In other words it is defined by a bilinear form on [C~0(Rd)] 2. In the next definition we

Key concepts: Mathematics, Multilinear map, Singular integral operators, Dimension (graph theory), Polynomial, Pure mathematics, Singular integral, Mathematical analysis

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