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  • 전임교수

교수/구성원

전임교수

  • 조교수 해석학
  • 박배준 홈페이지 바로가기

관심분야

Harmonic analysis, Theory of function spaces, Wavelet theory

학력

  • (Ph.D.) 2018 University of Wisconsin - Madison ( Advisor : Andreas Seeger)
  • ( B.S. ) 2010 Korea University

약력/경력

  • June 2023 - Aug. 2023, Visiting Scholar, Osaka University, Osaka
  • Dec. 2022 - Feb. 2023, Visiting Scholar, Charles University, Prague
  • Apr. 2022 - present, Associate Member, Korea Institute for Advanced Study (KIAS)
  • Aug. 2018 - Feb. 2022, Research Fellow, Korea Institute for Advanced Study (KIAS)
  • Oct. 2019 - Mar. 2020, Visiting Scholar, University of Missouri - Columbia

학술지 논문

  • (2023)  On the boundedness of multilinear Fourier multipliers on Hardy spaces.  JOURNAL D ANALYSE MATHEMATIQUE.  150,  1
  • (2023)  INITIAL L2 x middot middot middot x L2 BOUNDS FOR MULTILINEAR OPERATORS.  TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY.  376,  5
  • (2023)  Initial L^2x...xL^2 bounds for multilinear operators.  TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY.  376,  5
  • (2022)  Improved estimates for bilinear rough singular integrals.  MATHEMATISCHE ANNALEN.  00,  00
  • (2022)  Sharp Hardy Space Estimates for Multipliers.  INTERNATIONAL MATHEMATICS RESEARCH NOTICES.  2022,  14
  • (2022)  Fourier Multipliers on a Vector-Valued Function Space.  CONSTRUCTIVE APPROXIMATION.  55,  2
  • (2022)  The multilinear Hormander multiplier theorem with a Lorentz-Sobolev condition.  ANNALI DI MATEMATICA PURA ED APPLICATA.  201,  1
  • (2022)  On the Failure of Multilinear Multiplier Theorem with Endpoint Smoothness Conditions.  POTENTIAL ANALYSIS.  56,  1
  • (2021)  Equivalence of (Quasi-)Norms on a Vector-Valued Function Space and its Applications to Multilinear Operators.  INDIANA UNIVERSITY MATHEMATICS JOURNAL.  70,  5

수상/공훈

  • 2023 POSCO Science Fellowship for young professor, POSCO TJ Park Foundation
  • 2021 Academic Research Award, KIAS