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Adaptive Fourier decompositions and rational approximations, part I: Theory Journal article
International Journal of Wavelets, Multiresolution and Information Processing, 2014,Volume: 12,Issue: 5
Authors:  Qian T.
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Adaptive Fourier Decomposition  Blaschke Form  Digital Signal Processing  Hardy Space  Mono-component  Möbius Transform  Rational Approximation  Rational Orthogonal System  Time-frequency Distribution  Uncertainty Principle  
Cyclic AFD algorithm for the best rational approximation Journal article
Mathematical Methods in the Applied Sciences, 2014,Volume: 37,Issue: 6,Page: 846-859
Authors:  Qian T.
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Best Rational Approximation  Blaschke Form  Hardy Space  Maximal Selection Principle  Rational Orthonormal System  
Mathematical theory of signal analysis vs. complex analysis method of harmonic analysis Journal article
Applied Mathematics, 2013,Volume: 28,Issue: 4,Page: 505-530
Authors:  Qian T.;  Zhang L.-M.
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Adaptive Fourier Decomposition  Blaschke Form  Digital Signal Processing  Hardy Space  Higher Dimensional Signal Analysis In Several Complex Variables And The Clifford Algebra settIng  Möbius Transform  Mono-component  Rational Approximation  Rational Orthogonal System  Time-frequency Distribution  Uncertainty Principle  
Optimization of CZE for analysis of phytochemical bioactive compounds Journal article
ELECTROPHORESIS, 2006,Volume: 27,Issue: 23,Page: 4808-4819
Authors:  Li, P;  Li, SP;  Wang, YT
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Cze  Phytochemical Bioactive Compounds  Sample Preparation  
Characterization of boundary values of functions in hardy spaces with applications in signal analysis Journal article
Journal of Integral Equations and Applications, 2005,Volume: 17,Issue: 2,Page: 159
Authors:  Qian T.
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Analytic Signal  Phase  Amplitude  Hilbert Transform  Hardy Spaces  Blaschke Products  M¨obius Transform  Nevanlina Class  Inner Function