World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
33
Citations
4123
World Ranking
3061
National Ranking
153

Best Publications

  • Clifford algebras, Fourier transforms and singular convolution operators on Lipschitz surfaces.

    Chun Li;Alan G.R. McIntosh;Tao Qian

  • Adaptive Fourier series--a variation of greedy algorithm

    Tao Qian;Yan-Bo Wang

  • Intrinsic mono-component decomposition of functions: An advance of Fourier theory

    Tao Qian

  • Algorithm of Adaptive Fourier Decomposition

    Tao Qian;Liming Zhang;Zhixiong Li

  • Analytic unit quadrature signals with nonlinear phase

    Tao Qian;Qiuhui Chen;Luoqing Li

  • Characterization of Boundary Values of Functions in Hardy Spaces with Applications in Signal Analysis

    Tao Qian

  • Mono-components for decomposition of signals

    Tao Qian

  • A Tighter Uncertainty Principle for Linear Canonical Transform in Terms of Phase Derivative

    Pei Dang;Guan-Tie Deng;Tao Qian

  • A fast adaptive model reduction method based on Takenaka–Malmquist systems

    Wen Mi;Tao Qian;Feng Wan

  • Generalizations of Fueter’s theorem

    K. I. Kou;Tao Qian;Frank Sommen

  • Möbius covariance of iterated Dirac operators

    Jaak Peetre;Tao Qian

  • Singular integrals on star-shaped Lipschitz surfaces in the quaternionic space

    Tao Qian

  • Fourier spectrum characterization of Hardy spaces and applications

    Tao Qian;Yuesheng Xu;Dunyan Yan;Lixin Yan

  • A sharper uncertainty principle

    Pei Dang;Guan Tie Deng;Tao (錢濤) Qian

  • Analytic signals and harmonic measures

    Tao Qian

  • Two‐dimensional adaptive Fourier decomposition

    Tao Qian

  • Deriving harmonic functions in higher dimensional spaces

    Tao Qian;Franciscus Sommen

  • Boundary derivatives of the phases of inner and outer functions and applications

    Tao Qian

  • Fourier Analysis on Starlike Lipschitz Surfaces

    Tao Qian

  • Convolution singular integral operators on lipschitz curves

    Alan McIntosh;Qian Tao

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