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机构 日期 题名 作者
臺大學術典藏 2019-10-28T03:21:06Z A Good-λ Lemma, two weight T1 theorems without weak boundedness, and a two weight accretive global Tb theorem Sawyer, E.T.;Shen, C.-Y.;Uriarte-Tuero, I.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2019-10-28T03:21:06Z A Good-λ Lemma, two weight T1 theorems without weak boundedness, and a two weight accretive global Tb theorem Sawyer, E.T.;Shen, C.-Y.;Uriarte-Tuero, I.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2018-09-10T15:38:46Z A two weight theorem for α-fractional singular integrals with an energy side condition Sawyer, E.T.;Shen, C.-Y.;Uriarte-Tuero, I.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2018-09-10T15:38:46Z A two weight theorem for α-fractional singular integrals with an energy side condition Sawyer, E.T.;Shen, C.-Y.;Uriarte-Tuero, I.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2018-09-10T15:02:27Z Two-weight inequality for the hilbert transform: A real variable characterization, I Lacey, M.T.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; Lacey, M.T.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2018-09-10T15:02:27Z Two-weight inequality for the hilbert transform: A real variable characterization, I Lacey, M.T.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; Lacey, M.T.; Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN
臺大學術典藏 2015 A Note on Failure of Energy Reversal for Classical Fractional Singular Integrals Sawyer, E.T.; Shen, C.-Y.; Uriarte-Tuero, I.; CHUN-YEN SHEN

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