… for bilinear operators of the compactness interpolation result for bounded linear
operators … of convolution operators and compactness of commutators of bilinear Calderón–Zygmund …

… The study of abstract interpolation properties of this class of bilinear operators requires
some natural restrictions whenever we expect to prove an abstract general result. It should be …

… to bilinear operators between products of Lp spaces, we obtain new bilinear interpolation …
4, we present applications to the problem of interpolation of spaces of operators. We use the …

… The study of abstract interpolation properties of this class of bilinear operators requires
some natural restrictions whenever we expect to prove an abstract general result. It should be …

… Now suppose that we are given a bounded linear operator T" E --G and a compact subset K0
… have interpolation properties: Here is an obvious special case of an interpolation theorem …

… study the interpolation properties of the bilinear operators of I. If I satisfies the Σr-condition,
we establish a simple necessary and sufficient condition for an interpolated operator by the …

… bilinear interpolation theorem (see the article by Peetre [35, pages 175–177]). In fact, the
question of interpolation of bilinear operators … of interpolation of compact bilinear operators. The …

… If T : A j ∘ × B j ∘ ⟶ E compactly for j = 0 or 1, we show that T may be uniquely extended to
a compact bilinear operator from the complex interpolation spaces generated by A ̄ and B ̄ …

… The reason is that our key Proposition 3.2 is about realizing the Z j spaces as interpolation
spaces between some X j and Y j spaces, and this would not be possible if Z j was allowed to …

… interpolation for multilinear compact operators. To prove the latter, we also need to build
a weighted interpolation … many multilinear operators, including multilinear ω-Calderón-Zygmund …