학술논문
Impact of Yves Meyer's work on Kato's conjecture
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Working Paper
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Abstract
We discuss how the works of Yves Meyer, together with Raphy Coifman, on Calder{\'o}n's program and singular integrals with minimal smoothness in the seventies, paved the way not only to a solution to Kato's conjecture for square roots of elliptic operators, but also to major developments in elliptic and parabolic boundary value problems with rough coefficients on rough domains.
Comment: to be published
Comment: to be published