P. Dang

发表

Space-frequency analysis in higher dimensions and applications

Tao Qian, Yan Yang, P. Dang, 2015 .

Uncertainty principles for images defined on the square

P. Dang, Shujuan Wang, 2017 .

Uncertainty Principle and Phase–Amplitude Analysis of Signals on the Unit Sphere

Tao Qian, P. Dang, Qiuhui Chen, 2017 .

Stronger uncertainty principles for hypercomplex signals

Tao Qian, Yan Yang, P. Dang, 2015 .

Hardy-Sobolev Spaces Decomposition in Signal Analysis

Tao Qian, P. Dang, Zhong You, 2011 .

Tighter Uncertainty Principles Based on Quaternion Fourier Transform

Tao Qian, Yan Yang, P. Dang, 2016 .

Tighter uncertainty principles for periodic signals in terms of frequency

P. Dang, 2015 .

Signal moments for the short‐time Fourier transform associated with Hardy–Sobolev derivatives

K. Kou, P. Dang, M. Liu, 2015 .

A sharper uncertainty principle

Tao Qian, P. Dang, Guantie Deng, 2013 .

Hardy–Sobolev derivatives of phase and amplitude, and their applications

Tao Qian, Yan Yang, P. Dang, 2012 .

Rational Approximation in the Bergman Spaces

P. Dang, W. Qu, 2018, 1803.04609.

A Frame Theory of Hardy Spaces with the Quaternionic and the Clifford Algebra Settings

Tao Qian, P. Dang, Qiuhui Chen, 2017 .

Hardy-Hodge decomposition of vector fields in ℝⁿ

L. Baratchart, Tao Qian, P. Dang, 2017 .

Hardy-Hodge Decomposition of Vector Fields in $Rn$

L. Baratchart, Tao Qian, P. Dang, 2017, 1702.04233.

Riemann-Hilbert problems for poly-Hardy space on the unit ball

P. Dang, U. Kähler, Fuli He, 2016 .

Spectra of rational orthonormal systems

T. Qian, P. Dang, Qiuhui Chen, 2019, Science China Mathematics.

Rational Approximation in a Class of Weighted Hardy Spaces

P. Dang, W. Qu, 2018, Complex Analysis and Operator Theory.

Reproducing kernel approximation in weighted Bergman spaces: Algorithm and applications

P. Dang, W. Qu, 2019, Mathematical Methods in the Applied Sciences.

Adaptive Fourier decomposition‐based Dirac type time‐frequency distribution

Tao Qian, P. Dang, Liming Zhang, 2017 .

Consecutive minimum phase expansion of physically realizable signals with applications

Tao Qian, Pei Dang, Weixiong Mai, 2016 .

Metric distributional discrepancy in metric space

P. Dang, Wenliang Pan, Yujue Li, 2021, Statistics and Its Interface.

Hilbert Transformation and Representation of the ax + b Group

Tao Qian, P. Dang, Hua Liu, 2017, Canadian Mathematical Bulletin.

A Frame Theory of Hardy Spaces with the Quaternionic and the Clifford Algebra Settings

Tao Qian, P. Dang, Qiuhui Chen, 2017 .

Effective numerical evaluation of the double Hilbert transform

P. Dang, I. Leong, Xiaoyun Sun, 2020, Mathematical Methods in the Applied Sciences.

Clifford Coherent State Transforms on Spheres

J. Mourao, Tao Qian, P. Dang, 2016, 1612.01319.

Riemann Boundary Value Problems for Monogenic Functions on the Hyperplane

Tao Qian, Jinyuan Du, P. Dang, 2022, Advances in Applied Clifford Algebras.

Hilbert Boundary Value Problems for Hyper Monogenic Functions on The Hyperplane

Shandong, China., Technology, 2022, 2202.13586.

Stability of welding problem with perturbations

Jinyuan Du, P. Dang, Juan Lin, 2017 .

Boundary value problems for periodic analytic functions

Tao Qian, Jinyuan Du, P. Dang, 2015 .

Transient Time-frequency Distribution Based on mono-Component Decompositions

Tao Qian, Pei Dang, Yuan Yuan Guo, 2013, Int. J. Wavelets Multiresolution Inf. Process..

L p polyharmonic Robin problems on Lipschitz domains

P. Dang, Zhihua Du, Guoan Guo, 2017, Complex Variables and Elliptic Equations.

C V ] 1 4 O ct 2 01 9 Fourier Spectrum of Clifford H p Spaces on R n + 1 + for 1 ≤ p ≤ ∞

T. Qian, P. Dang, Weixiong Mai, 2019 .

N ov 2 01 7 Fourier Spectrum Characterizations of Clifford H p Spaces on R n + 1 + for 1 ≤ p ≤ ∞

Tao Qian, P. Dang, Weixiong Mai, 2018 .

Hilbert Transformation and $r\mathrm{Spin}(n)+\mathbb{R}^n$ Group

Tao Qian, P. Dang, Hua Liu, 2017, 1711.04519.

Sharper uncertainty principles for the windowed Fourier transform

Kit Ian Kou, Pei Dang, Ming-Sheng Liu, 2015 .

Analytic Phase Derivatives, All-Pass Filters and Signals of Minimum Phase

Tao Qian, Pei Dang, Tao Qian, 2011, IEEE Transactions on Signal Processing.

Extra-strong uncertainty principles in relation to phase derivative for signals in Euclidean spaces

Tao Qian, Yan Yang, P. Dang, 2016 .

Fourier spectrum of Clifford H spaces on R+n+1 for 1 ≤ p ≤ ∞

T. Qian, P. Dang, Weixiong Mai, 2020 .

New Trends in Analysis and Interdisciplinary Applications

T. Qian, L. Rodino, P. Dang, 2017 .

Adaptive Decomposition into Mono-Components

Tao Qian, Yanbo Wang, Pei Dang, 2009, Adv. Data Sci. Adapt. Anal..

Numerical stability of circular Hilbert transform and its application to signal decomposition

Xiaoyun Sun, Pei Dang, P. Dang, 2019, Appl. Math. Comput..

Tighter Uncertainty Principles Based on Quaternion Fourier Transform

Tao Qian, Yan Yang, P. Dang, 2016 .

Uncertainty principles for random signals

P. Dang, Weixiong Mai, Chuang Li, 2023, Applied Mathematics and Computation.

Uncertainty principle in random quaternion domains

P. Dang, Weixiong Mai, Wenliang Pan, 2023, Digit. Signal Process..

Riemann–Hilbert problems with shift on the Lyapunov curve for null-solutions of iterated Beltrami equations

P. Dang, Zhihua Du, Guoan Guo, 2019, Boundary Value Problems.

On Monogenic Reproducing Kernel Hilbert Spaces of the Paley–Wiener Type

T. Qian, P. Dang, Weixiong Mai, 2020, Advances in Applied Clifford Algebras.

Fourier Spectrum Characterizations of Clifford $H^{p}$ Spaces on $\mathbf{R}^{n+1}_+$ for $1\leq p \leq \infty$

Tao Qian, P. Dang, Weixiong Mai, 2017, 1711.02610.

Improved Caffarelli–Kohn–Nirenberg Inequalities and Uncertainty Principle

P. Dang, Weixiong Mai, 2022, The Journal of Geometric Analysis.

Uncertainty Principle and Phase–Amplitude Analysis of Signals on the Unit Sphere

T. Qian, P. Dang, Qiuhui Chen, 2017, Advances in Applied Clifford Algebras.

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

Tao Qian, Pei Dang, Guan-Tie Deng, 2013, IEEE Transactions on Signal Processing.