yangwang

WANG, Yang
汪揚

(PhD Harvard)

Phone: (852) 2358 7424
Email: yangwang@ust.hk
Office: Room 3422
Home Page

Chair Professor



Research Interests

Wavelets and analysis, tiling, fractal geometry, digital signal processing, analog to digital conversion, supply chain management

Selected Publications

  Article

  1. A Rate of Convergence of Physics Informed Neural Networks for the Linear Second Order Elliptic PDEs
    • Author(s): Jiao, Yuling; Lai, Yanming; Li, Dingwei; Lu, Xiliang; Wang, Fengru; Wang, Yang; Yang, Jerry Zhijian
    • Source: Communications in Computational Physics, v. 31, (4), April 2022, p. 1272-1295
    • Year: 2022

  2. Approximation in shift-invariant spaces with deep ReLU neural networks
    • Author(s): Yang, Yunfei; Li, Zhen; Wang, Yang
    • Source: Neural Networks, v. 153, September 2022, p. 269-281
    • Year: 2022

  3. Mendelian randomization for causal inference accounting for pleiotropy and sample structure using genome-wide summary statistics
    • Author(s): Hu, Xianghong; Zhao, Jia; Lin, Zhixiang; Wang, Yang; Peng, Heng; Zhao, Hongyu; Wan, Xiang; Yang, Can
    • Source: Proceedings of the National Academy of Sciences of the United States of America, v. 119, (28), July 2022, article number e2106858119
    • Year: 2022

  4. Solving phase retrieval with random initial guess is nearly as good as by spectral initialization
    • Author(s): Cai, Jianfeng; Huang, Meng; Li, Dong; Wang, Yang
    • Source: Applied and Computational Harmonic Analysis, v. 58, May 2022, p. 60-84
    • Year: 2022

  5. The Global Landscape of Phase Retrieval II: Quotient Intensity Models
    • Author(s): Cai, Jianfeng; Huang, Meng; Li, Dong; Wang, Yang
    • Source: Annals of Applied Mathematics, v. 38, (1), January 2022, p. 62-114
    • Year: 2022

  6. An Error Analysis of Generative Adversarial Networks for Learning Distributions
    • Author(s): Huang, Jian; Jiao, Yuling; Li, Zhen; Liu, Shiao; Wang, Yang; Yang, Yunfei
    • Source: Journal of Machine Learning Research, v. 23, 2022, article number 116, p. 1-43
    • Year: 2022

  7. A new binary representation method for shape convexity and application to image segmentation
    • Author(s): Luo, Shousheng; Tai, Xue Cheng; Wang, Yang
    • Source: Analysis and Applications, v. 20, (3), May 2022, p. 465-481
    • Year: 2022

  8. On the capacity of deep generative networks for approximating distributions
    • Author(s): Yang, Yunfei; Li, Zhen; Wang, Yang
    • Source: Neural Networks, v. 145, January 2022, p. 144-154
    • Year: 2022

  9. Hyper-Gaussian regularized Whittaker–Kotel’nikov–Shannon sampling series
    • Author(s): Chen, Liang; Wang, Yang; Zhang, Haizhang
    • Source: Analysis and Applications, 2021
    • Year: 2021

  10. The Global Landscape of Phase Retrieval I: Perturbed Amplitude Models
    • Author(s): Cai, Jianfeng; Huang, Meng; Li, Dong; Wang, Yang
    • Source: Annals of Applied Mathematics, v. 37, (4), December 2021, p. 437-512
    • Year: 2021

  11. Phase retrieval for sub-Gaussian measurements
    • Author(s): Gao, Bing; Liu, Haixia; Wang, Yang
    • Source: Applied and Computational Harmonic Analysis, v. 53, July 2021, p. 95-115
    • Year: 2021

  12. Overlapping domain decomposition methods for ptychographic imaging
    • Author(s): Chang, Huibin; Glowinski, Roland; Marchesini, Stefano; Tai, Xue-Cheng; Wang, Yang; Zeng, Tieyong
    • Source: SIAM Journal on Scientific Computing, v. 43, (3), May 2021, p. B570-B597
    • Year: 2021

  13. Almost everywhere generalized phase retrieval
    • Author(s): Huang, Meng; Rong, Yi; Wang, Yang; Xu, Zhiqiang
    • Source: Applied and Computational Harmonic Analysis, v. 50, January 2021, p. 16-33
    • Year: 2021

  14. Perturbed Amplitude Flow for Phase Retrieval
    • Author(s): Gao, Bing; Sun, Xinwei; Wang, Yang; Xu, Zhiqiang
    • Source: IEEE Transactions on Signal Processing, v. 68, September 2020, article number 9187891, p. 5427-5440
    • Year: 2020

  15. Variational Single Image Dehazing for Enhanced Visualization
    • Author(s): Fang, Faming; Wang, tingting; Wang, Yang; Zeng, Tieyong; Zhang, Guixu
    • Source: IEEE Transactions on Multimedia, v. 22, (10), October 2020, article number 8930996, p. 2537-2550
    • Year: 2020

  16. Dissecting a square into congruent polygons
    • Author(s): Rao, Hui; Ren, Lei; Wang, Yang
    • Source: Discrete Mathematics and Theoretical Computer Science, v. 22, (1), 2020, article number 21
    • Year: 2020

  17. High-dimensional sparse Fourier algorithms
    • Author(s): Choi, Bosu; Christlieb, Andrew; Wang, Yang
    • Source: Numerical Algorithms, 15 July 2020
    • Year: 2020

  18. Almost everywhere injectivity conditions for the matrix recovery problem
    • Author(s): Rong, Yi ; Wang, Yang; Xu, Zhiqiang
    • Source: Applied and Computational Harmonic Analysis, September 2019
    • Year: 2019

  19. Fast Rank-One Alternating Minimization Algorithm for Phase Retrieval
    • Author(s): Cai, Jian-Feng ; Liu, Haixia; Wang, Yang
    • Source: Journal of Scientific Computing, v.79, (1), April 2019, p. 128-147
    • Year: 2019

  20. Newman cyclotomic polynomials, refinable splines and the Euler binary partition function
    • Author(s): Protasov, V. Yu; Wang, Yang
    • Source: Sbornik Mathematics, v.209, (12), December 2018, p. 1783-1802
    • Year: 2018

  21. Scattering Transform and Sparse Linear Classifiers for Art Authentication
    • Author(s): Leonarduzzi, Roberto Fabio ; Liu, Haixia ; Wang, Yang
    • Source: Signal Processing. , v. 150, September 2018, p. 11-19
    • Year: 2018

  22. Data recovery on a manifold from linear samples: theory and computation
    • Author(s): Rong, Yi ; Wang, Yang ; Cai, Jianfeng ; Xu, Zhiqiang
    • Source: Annals of Mathematical Sciences and Applications. , v. 3, (1), March 2018, p. 337-365
    • Year: 2018

  23. Phase Retrieval from the Magnitudes of Affine Linear Measurements
    • Author(s): Gao, Bing; Sun, Qiyu; Wang, Yang ; Xu, Zhiqiang
    • Source: Advances in Applied Mathematics. , v. 93, February 2018, p. 121-141
    • Year: 2018

  24. Generalized Phase Retrieval: Measurement Number, Matrix Recovery and Beyond
    • Author(s): Wang, Yang ; Xu, Zhiqiang
    • Source: Applied and Computational Harmonic Analysis. , September 2017
    • Year: 2017

  25. Topological Invariants and Lipschitz Equivalence of Fractal Squares
    • Author(s): Ruan, Huo-Jun; Wang, Yang
    • Source: Journal of Mathematical Analysis and Applications. , v. 451, (1), July 2017, p. 327-344
    • Year: 2017

  26. Robust Sparse Phase Retrieval Made Easy
    • Author(s): Iwen, Mark; Viswanathan, Aditya; Wang, Yang
    • Source: Applied and Computational Harmonic Analysis. , v. 42, (1), January 2017, p. 135-142
    • Year: 2017

  27. Subspace clustering by (k,k)-sparse matrix factorization
    • Author(s): Liu, Haixia; Cai, Jianfeng; Wang, Yang
    • Source: Inverse Problems and Imaging. , 11, 3, June 2017, p. 539-551
    • Year: 2017

  28. Efficient Estimation of Regularization Parameters via Downsampling and the Singular Value Expansion
    • Author(s): Renaut, Rosemary A.; Horst, Michael; Wang, Yang; Cochran, Douglas; Hansen, Jakob
    • Source: BIT Numerical Mathematics. , v. 57, (2), June 2017, p. 499-529
    • Year: 2017

  29. Fourier Bases and Fourier Frames on Self-affine Measures
    • Author(s): Dutkay, Dorin Ervin; Lai, Chunkit; Wang, Yang
    • Source: Trends in Mathematics. , v. PartF3, 2017, p. 87-111
    • Year: 2017

  30. Fast Phase Retrieval from Local Correlation Measurements
    • Author(s): Iwen, Mark A.; Viswanathan, Aditya; Wang, Yang
    • Source: SIAM Journal on Imaging Sciences. , v. 9, (4), 2016, p. 1655-1688
    • Year: 2016

  31. Stable Signal Recovery from Phaseless Measurements
    • Author(s): Gao, Bing; Wang, Yang; Xu, Zhiqiang
    • Source: Journal of Fourier Analysis and Applications. , v. 22, (4), August 2016, p. 787-808
    • Year: 2016

  32. A multiscale sub-linear time Fourier algorithm for noisy data
    • Author(s): Christlieb, Andrew; Lawlor, David; Wang, Yang
    • Source: Applied and Computational Harmonic Analysis. , v. 40, (3), May 2016, p. 553-574
    • Year: 2016

  33. On the decay of the smallest singular value of submatrices of rectangular matrices
    • Author(s): Liu, Yang; Wang, Yang
    • Source: Asian-European Journal of Mathematics. , v. 9, (4), December 2016, article number 1650075
    • Year: 2016

  34. Random Matrices and Erasure Robust Frames
    • Author(s): Wang, Yang DSCI
    • Source: Journal of Fourier Analysis and Applications. , August 2016, p. 1-16
    • Year: 2016

  35. Gabor orthonormal bases generated by the unit cubes
    • Author(s): Gabardo, Jean Pierre; Lai, Chunkit; Wang, Yang
    • Source: Journal of Functional Analysis. , v. 269, (5), September 2015, p. 1515-1538
    • Year: 2015

  36. Self-similar subsets of the Cantor set
    • Author(s): Feng, Dejun; Rao, Hui; Wang, Yang
    • Source: Advances in Mathematics. , v. 281, August 2015, p. 857-885
    • Year: 2015

  37. Lipschitz equivalence of self-similar sets with touching structures
    • Author(s): Ruan, Huojun; Wang, Yang; Xi, Lifeng
    • Source: Nonlinearity. , v. 27, (6), 2014, p. 1299-1321
    • Year: 2014

  38. Phase retrieval from very few measurements
    • Author(s): Fickus, Matthew C.; Mixon, Dustin G.; Nelson, Aaron A.; Wang, Yang
    • Source: Linear Algebra and Its Applications. , v. 449, May 2014, p. 475-499
    • Year: 2014

  39. Phase retrieval for sparse signals
    • Author(s): Wang, Yang; Xu, Zhiqiang
    • Source: Applied and Computational Harmonic Analysis. , v. 37, (3), November 2014, p. 531-544
    • Year: 2014

  40. Adaptive sub-linear time Fourier algorithms
    • Author(s): Lawlor, David; Wang, Yang; Christlieb, Andrew
    • Source: Advances in Adaptive Data Analysis. , v. 5, no. 1 (2013), p. 25
    • Year: 2013

  41. Nonlinear whirlpools versus harmonic waves in a rotating column of stratified fluid
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ibragimov, Nail H.; Ibragimov, Ranis N.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 122-131
    • Year: 2013

  42. Heat transfer in a medium in which many small particles are embedded
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ramm, Alexander G.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 193-199
    • Year: 2013

  43. A remark on the hull of a multi-dimensional limit-periodic potential
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Gan, Zheng
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 75-81
    • Year: 2013

  44. Edge detection from truncated Fourier data using spectral mollifiers
    • Author(s): Cochran, Doug; Gelb, Anne; Wang, Yang
    • Source: Advances in Computational Mathematics. , v. 38, (4), 2013, p. 737-762
    • Year: 2013

  45. Vakman's problem and the extension of Hilbert transform
    • Author(s): Huang, Jianfeng; Wang, Yang; Yang, Lihua
    • Source: Applied and Computational Harmonic Analysis. , v. 34, (2), March 2013, p. 308-316
    • Year: 2013

  46. The regularity of refinable functions
    • Author(s): Wang, Yang; Xu, Zhiqiang
    • Source: Applied and Computational Harmonic Analysis. , v. 34, (1), January 2013, p. 142-147
    • Year: 2013

  47. Source extraction in audio via background learning
    • Author(s): Wang, Yang; Zhou, Zhengfang
    • Source: Inverse Problems and Imaging. , v. 7, (1), 2013, p. 283-290
    • Year: 2013

  48. Bayesian learning of sparse multiscale image representations
    • Author(s): Hughes, James Michael; Rockmore, Daniel N.; Wang, Yang
    • Source: IEEE Transactions on Image Processing. , v. 22, (12), 2013, article number 6587829, p. 4972-4983
    • Year: 2013

  49. An open problem in complex analytic geometry arising in harmonic analysis
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ruzhansky, Michael V.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 230-236
    • Year: 2013

  50. Stability and separation in volume comparison problems
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Koldobsky, Alexander L.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 156-169
    • Year: 2013

  51. Conserved vectors for a model of nonlinear atmospheric flows around the rotating spherical surface
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Araslanov, A.M.; Galiakberova, L.R.; Ibragimov, Nail H.; Ibragimov, Ranis N.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 1-17
    • Year: 2013

  52. Properties of discrete framelet transforms
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Han, Bin
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 18-47
    • Year: 2013

  53. Nonlinear eigenvalue problem for optimal resonances in optical cavities
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Karabash, Illya M.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 143-155
    • Year: 2013

  54. Inverse scattering problem for the maxwell's equations
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ramm, Alexander G.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 200-206
    • Year: 2013

  55. Inequalities for extreme zeros of some classical orthogonal and q-orthogonal polynomials
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Driver, Kathy A.; Jordaan, Kerstin
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 48-59
    • Year: 2013

  56. Identifiability for linearized sine-gordon equation
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ha, Junhong; Gutman, Semion
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 106-121
    • Year: 2013

  57. Continuous inversion formulas for multi-dimensional stockwell transforms
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Riba, L.; Wong, Manwah
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 215-229
    • Year: 2013

  58. Derivatives of L p eigenfunctions of schrödinger operators
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Lukic, Milivoje
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 170-174
    • Year: 2013

  59. Spectral properties of schrödinger-type operators and large-time behavior of the solutions to the corresponding wave equation
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Ramm, Alexander G.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 207-214
    • Year: 2013

  60. Necessary and sufficient conditions to perform Spectral Tetris
    • Author(s): Casazza, Peter G.; Heinecke, Andreas M.; Kornelson, Keri A.; Wang, Yang; Zhou, Zhengfang
    • Source: Linear Algebra and Its Applications. , v. 438, (5), March 2013, p. 2239-2255
    • Year: 2013

  61. 3D data denoising using combined sparse dictionaries
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Easley, Glenn R.; Labate, Demetrio; Negi, Pooran Singh
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 60-74
    • Year: 2013

  62. Boundedness of pseudo-differential operators on L p, sobolev and modulation spaces
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah; Molahajloo, Shahla; Pfander, Götz E.
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 175-192
    • Year: 2013

  63. Sharp Semiclassical Bounds for the Moments of Eigenvalues for Some Schrödinger Type Operators with Unbounded Potentials
    • Author(s): Damanik, David D.; Finkelshtein, Andrei Martínez; Iosevich, Alex; Vougalter, Vitali; Wang, Yang; Wong, Manwah
    • Source: Mathematical Modelling of Natural Phenomena. , v. 8, (1), 2013, p. 237-245
    • Year: 2013

  64. Phase aliasing correction for robust blind source separation using DUET
    • Author(s): Wang, Yang; Yılmaz, Özgür; Zhou, Zhengfang
    • Source: Applied and Computational Harmonic Analysis. , v. 35, (2), September 2013, p. 341-349
    • Year: 2013

  65. Invertibility and Robustness of Phaseless Reconstruction
    • Author(s): Bǎlan, Radu V.; Wang, Yang DSCI
    • Source: Applied and Computational Harmonic Analysis. , v.38, (3), May 2015, p. 469-488
    • Year: 2013

  66. Coarse quantization for random interleaved sampling of bandlimited signals
    • Author(s): Powell, Alexander M.; Tanner, Jared; Wang, Yang; Yılmaz, Özgür
    • Source: Esaim. Mathematical Modelling And Numerical Analysis. , v. 46, (3), 2012, p. 605-618
    • Year: 2012

  67. Sparse PCA by iterative elimination algorithm
    • Author(s): Wang, Yang; Wu, Qiang
    • Source: Advances in computational mathematics. , v. 36, (1), 2012, p. 137-151
    • Year: 2012

  68. Spectral Tetris Fusion Frame Constructions
    • Author(s): Casazza, Peter G.; Fickus, Matthew C.; Heinecke, Andreas M.; Wang, Yang; Zhou, Zhengfang
    • Source: The journal of fourier analysis and applications. , v. 18, (4), August 2012, p. 828-851
    • Year: 2012

  69. A Geometric Construction of Tight Multivariate Gabor Frames with Compactly Supported Smooth Windows
    • Author(s): Pfander, Götz E.; Rashkov, Peter; Wang, Yang
    • Source: The journal of fourier analysis and applications. , v. 18, (2), April 2012, p. 223-239
    • Year: 2012

  70. Mode Decomposition Evolution Equations
    • Author(s): Wang, Yang; Wei, Guowei; Yang, Siyang
    • Source: Journal of scientific computing. , v. 50, (3), March 2012, p. 495-518
    • Year: 2012

  71. The performance of PCM quantization under tight frame representations
    • Author(s): Wang, Yang; Xu, Zhiqiang
    • Source: SIAM journal on mathematical analysis. , v. 44, (4), 2012, p. 2802-2823
    • Year: 2012

  72. Iterative Filtering Decomposition Based on Local Spectral Evolution Kernel
    • Author(s): Wang, Yang; Wei, Guowei; Yang, Siyang
    • Source: Journal of scientific computing. , v. 50, (3), March 2012, p. 629-664
    • Year: 2012

  73. Selective extraction of entangled textures via adaptive PDE transform
    • Author(s): Wang, Yang; Wei, Guowei; Yang, Siyang
    • Source: International Journal of Biomedical Imaging. , v. 2012, 2012
    • Year: 2012

  74. Lipschitz equivalence of Cantor sets and algebraic properties of contraction ratios
    • Author(s): Rao, Hui; Ruan, Huojun; Wang, Yang
    • Source: Transactions of the American Mathematical Society. , v. 364, (3), March 2012, p. 1109-1126
    • Year: 2012

  75. Empirical mode decomposition analysis for visual stylometry
    • Author(s): Hughes, James Michael; Mao, Dong; Rockmore, Daniel N.; Wang, Yang; Wu, Qiang
    • Source: IEEE Transactions on Pattern Analysis and Machine Intelligence. , v. 34, (11), 2012, p. 2147-2157
    • Year: 2012

  76. Mathematical methods for images and surfaces 2011
    • Author(s): Guo, Weihong; Udpa, Lalita; Wang, Yang; Wei, Guowei; Zhao, Shan
    • Source: International Journal of Biomedical Imaging,. , v. 2012, 2012, Article number 419647
    • Year: 2012

  77. Constructing tight fusion frames
    • Author(s): Casazza, Peter G.; Fickus, Matthew C.; Mixon, Dustin G.; Wang, Yang; Zhou, Zhengfang
    • Source: Applied and computational harmonic analysis. , v. 30, (2), 2011, p. 175-187
    • Year: 2011

  78. Partial differential equation transform: Variational formulation and Fourier analysis
    • Author(s): Wang, Yang; Wei, Guowei; Yang, Siyang
    • Source: International journal for numerical methods in biomedical engineering. , v. 27, (12), December 2011, p. 1996-2020
    • Year: 2011

  79. Reconstruction from irregular Fourier samples and Gaussian spectral mollifiers
    • Author(s): Wang, Long; Wang, Yang
    • Source: Fast East Journal of Mathematics\v. 53 no. 2, 2011, p. 109-121.
    • Year: 2011

  80. Modeling and simulation of the horizontal component of the geomagnetic field by fractional stochastic differential equations in conjunction with empirical mode decomposition
    • Author(s): Yu, Zuguo; Anh, Vo V.; Wang, Yang; Mao, Dong; Wanliss, James A.
    • Source: Journal of geophysical research: Space Physics. , v. 115, (10), 2010
    • Year: 2010

  81. The golden ratio encoder
    • Author(s): Daubechies, Ingrid C.; Güntürk, C. Sinan; Wang, Yang; Yılmaz, Özgür
    • Source: IEEE Transactions on Information Theory. , v. 56, (10), 2010, p. 5097-5110
    • Year: 2010

  82. Classification of Refinable Splines in ℝd
    • Author(s): Dai, Xinrong; Wang, Yang
    • Source: Constructive approximation. , v. 31, (3), 2010, p. 343-358
    • Year: 2010

  83. Mathematical methods for images and surfaces
    • Author(s): Wei, Guowei; Udpa, Lalita; Wang, Yang; Zhao, Shan
    • Source: International Journal of Biomedical Imaging. , v. 2010, 2010, Article number 918467
    • Year: 2010

  84. On the structures of generating iterated function systems of Cantor sets
    • Author(s): Feng, Dejun; Wang, Yang
    • Source: Advances in mathematics. , v. 222, (6), 2009, p. 1964-1981
    • Year: 2009

  85. Convergence of a convolution-filtering-based algorithm for empirical mode decomposition
    • Author(s): Huang, Chao; Yang, Lihua; Wang, Yang
    • Source: Advances in Adaptive Data Analysis. , v. 1, (4), 2009, p. 561-571
    • Year: 2009

  86. Iterative filtering as an alternative algorithm for empirical mode decomposition
    • Author(s): Lin, Luan; Wang, Yang; Zhou, Haomin
    • Source: Advances in Adaptive Data Analysis. , v. 1, (4), 2009, p. 543-560
    • Year: 2009

  87. The β α-Encoders for robust A/D conversion
    • Author(s): Jiménez, David; Wang, Yang
    • Source: Acta Applicandae Mathematicae. , v. 107, (1-3), 2009, p. 313-323
    • Year: 2009

  88. Lattice quantization error for redundant representations
    • Author(s): Borodachov, Sergiy V.; Wang, Yang
    • Source: Applied and computational harmonic analysis. , v. 27, (3), November 2009, p. 334-341
    • Year: 2009

  89. Constructions and existence of tight fusion frames
    • Author(s): Casazza, Peter G.; Fickus, Matthew C.; Mixon, Dustin G.; Wang, Yang; Zhou, Zhengfang
    • Year: 2009

  90. Sigma-delta quantization errors and the traveling salesman problem
    • Author(s): Wang, Yang
    • Source: Advances in computational mathematics. , v. 28, (2), 2008, p. 101-118
    • Year: 2008

  91. Refinable functions with non-integer dilations
    • Author(s): Dai, Xinrong; Feng, Dejun; Wang, Yang
    • Source: Journal of functional analysis. , v. 250, (1), 2007, p. 1-20
    • Year: 2007

  92. Structure of refinable splines
    • Author(s): Dai, Xinrong; Feng, Dejun; Wang, Yang
    • Source: Applied and computational harmonic analysis. , v. 22, (3), 2007, p. 374-381
    • Year: 2007

  93. White noise hypothesis for uniform quantization errors
    • Author(s): Jiménez, David; Wang, Long; Wang, Yang
    • Source: SIAM journal on mathematical analysis. , v. 38, (6), 2007, p. 2042-2056
    • Year: 2007

  94. On Refinable Sets
    • Author(s): Dai, Xinrong; Wang, Yang
    • Source: Methods and Applications of Analysis. , v. 14 no. 2, (2007) p. 165 – 178
    • Year: 2007

  95. Simultaneous translational and multiplicative tiling and wavelet sets in ℝ2
    • Author(s): Ionaşcu, Eugen J.; Wang, Yang
    • Source: Indiana University mathematics journal. , v. 55, (6), 2006, p. 1935-1949
    • Year: 2006

  96. Total variation wavelet-based medical image denoising
    • Author(s): Wang, Yang; Zhou, Haomin
    • Source: International Journal of Biomedical Imaging. , v. 2006, 2006
    • Year: 2006

  97. Classification of refinable splines
    • Author(s): Dai, Xinrong; Feng, Dejun; Wang, Yang
    • Source: Constructive approximation. , v. 24, (2), 2006, p. 187-200
    • Year: 2006

  98. Generation of finite tight frames by Householder transformations
    • Author(s): Feng, Dejun; Wang, Long; Wang, Yang
    • Source: Advances in computational mathematics. , v. 24, (1-4), 2006, p. 297-309
    • Year: 2006

  99. Some properties of spectral measures
    • Author(s): Łaba, Izabella; Wang, Yang
    • Source: Applied and computational harmonic analysis. , v. 20, (1), January 2006, p. 149-157
    • Year: 2006

  100. Self-similar measures associated to IFS with non-uniform contraction ratios
    • Author(s): Ngai, Sze Man; Wang, Yang
    • Source: The Asian journal of mathematics. , v. 9, (2), June 2005, p. 227-244
    • Year: 2005

  101. A class of self-affine sets and self-affine measures
    • Author(s): Feng, Dejun; Wang, Yang
    • Source: The journal of fourier analysis and applications. , v. 11, (1), 2005, p. 107-124
    • Year: 2005

  102. Absolute continuity of self-similar measures and Bernoulli convolutions
    • Author(s): Ngai, Sze Man; Wang, Yang
    • Source: Asian Journal of Mathematics. , v. 9, (2), 2005, p. 224-227
    • Year: 2005

  103. Quantum integers and cyclotomy
    • Author(s): Borisov, Alexander O.; Nathanson, Melvyn B.; Wang, Yang
    • Source: Journal of number theory. , v. 109, (1), 2004, p. 120-135
    • Year: 2004

  104. Bernoulli convolutions associated with certain non-Pisot numbers
    • Author(s): Feng, Dejun; Wang, Yang
    • Source: Advances in mathematics. , v. 187, (1), 2004, p. 173-194
    • Year: 2004

  105. Sparse complete Gabor systems on a lattice
    • Author(s): Wang, Yang
    • Source: Applied and computational harmonic analysis. , v. 16, (1), 2004, p. 60-67
    • Year: 2004

  106. The existence of Gabor bases and frames
    • Author(s): Han, Deguang; Wang, Yang
    • Source: Contemporary Math.. , v. 345, 2004, special issue, p. 183-192
    • Year: 2004

  107. Substitution Delone sets
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Discrete & Computational Geometry. , v. 29, (2), 2003, p. 175-209
    • Year: 2003

  108. The uniformity of non-uniform Gabor bases
    • Author(s): Liu, Youming; Wang, Yang
    • Source: Advances in computational mathematics. , v. 18, (2-4), 2003, p. 345-355
    • Year: 2003

  109. Self-affine tiling via substitution dynamical systems and Rauzy fractals
    • Author(s): Sirvent, Víctor F.; Wang, Yang
    • Source: Pacific journal of mathematics. , v. 206, (2), 2002, p. 465-485
    • Year: 2002

  110. On spectral Cantor measures
    • Author(s): Łaba, Izabella; Wang, Yang
    • Source: Journal of functional analysis. , v. 193, (2), 2002, p. 409-420
    • Year: 2002

  111. Wavelets, tiling, and spectral sets
    • Author(s): Wang, Yang
    • Source: Duke mathematical journal. , v. 114, (1), 2002, p. 43-57
    • Year: 2002

  112. Disk-like self-affine tiles in ℝ2
    • Author(s): Bandt, Christoph; Wang, Yang
    • Source: Discrete & Computational Geometry. , v. 26, (4), 2001, p. 591-601
    • Year: 2001

  113. Lattice tiling and the Weyl-Heisenberg frames
    • Author(s): Han, Deguang; Wang, Yang
    • Source: Geometric and functional analysis. , v. 11, (4), 2001, p. 742-758
    • Year: 2001

  114. On the number of Daubechies scaling functions and a conjecture of Chyzak et al.
    • Author(s): Wang, Yang
    • Source: Experimental mathematics. , v. 10, (1), 2001, p. 87-89
    • Year: 2001

  115. Subdivision schemes and refinement equations with nonnegative masks
    • Author(s): Wang, Yang
    • Source: Journal of approximation theory. , v. 113, (2), 2001, p. 207-220
    • Year: 2001

  116. Universal spectra, universal tiling sets and the spectral set conjecture
    • Author(s): Pedersen, Steen; Wang, Yang
    • Source: Mathematica Scandinavica. , v. 88, (2), 2001, p. 246-256
    • Year: 2001

  117. Hausdorff dimension of self-similar sets with overlaps
    • Author(s): Ngai, Sze Man; Wang, Yang
    • Source: Journal of the London Mathematical Society. , v. 63, (3), June 2001, p. 655-672
    • Year: 2001

  118. On 2-Reptiles in the Plane
    • Author(s): Ngai, Sze Man; Sirvent, Víctor F.; Veerman, J.J.P.; Wang, Yang
    • Source: Geometriae dedicata. , v. 82, (1-3), 2000, p. 325-344
    • Year: 2000

  119. Orthonormal bases of exponentials for the n-cube
    • Author(s): Lagarias, Jeffrey C.; Reeds, James A.; Wang, Yang
    • Source: Duke mathematical journal. , v. 103, (1), 2000, p. 25-37
    • Year: 2000

  120. Orthogonality criteria for compactly supported refinable functions and refinable function vectors
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: The journal of fourier analysis and applications. , v. 6, (2), 2000, p. 153-170
    • Year: 2000

  121. Haar bases for L2(ℝn) and algebraic number theory
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of Number Theory, v. 76, (2), June 1999, p. 330-336
    • Year: 1999

  122. Arbitrarily smooth orthogonal nonseparable wavelets in ℝ2
    • Author(s): Belogay, Eugene; Wang, Yang
    • Source: SIAM journal on mathematical analysis. , v. 30, (3), 1999, p. 678-697
    • Year: 1999

  123. Geometry of Self-Affine Tiles I
    • Author(s): Strichartz, Robert S.; Wang, Yang
    • Source: Indiana University mathematics journal. , v. 48, (1), 1999, p. 1-23
    • Year: 1999

  124. Geometry of Self-Affine Tiles II
    • Author(s): Kenyon, Richard W.; Li, Jie; Strichartz, Robert S.; Wang, Yang
    • Source: Indiana University mathematics journal. , v. 48, (1), 1999, p. 25-42
    • Year: 1999

  125. Compactly supported orthogonal symmetric scaling functions
    • Author(s): Belogay, Eugene; Wang, Yang
    • Source: Applied and computational harmonic analysis. , v. 7, (2), September 1999, p. 137-150
    • Year: 1999

  126. Haar-Type Multiwavelet Bases and Self-Affine Multi-Tiles
    • Author(s): Flaherty, Tim; Wang, Yang
    • Source: Asian Journal of Mathematics. , v. 3, (2), 1999, p. 387-400
    • Year: 1999

  127. Haar bases for L-2(R-n) and algebraic number theory
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of number theory. , v. 76, (2), 1999, p. 330-336
    • Year: 1999

  128. On the use of high-order ambiguity function for multi-component polynomial phase signals
    • Author(s): Wang, Yang; Zhou, Guotong
    • Source: Signal processing. , v. 65, (2), 1998, p. 283-296
    • Year: 1998

  129. Integral self-affine tiles in ℝn part II: Lattice tilings
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of Fourier Analysis and Applications, v. 3, (1), Jamuary 1997, p. 83-102
    • Year: 1997

  130. Integral Self-Affine Tiles in ℝn Part II: Lattice Tilings
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: The journal of fourier analysis and applications. , v. 3, (1), 1997, p. 83-102
    • Year: 1997

  131. Spectral sets and factorizations of finite Abelian groups
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of functional analysis. , v. 145, (1), April 1997, p. 73-98
    • Year: 1997

  132. Exploring Lag Diversity in the High-Order Ambiguity Function for Polynomial Phase Signals
    • Author(s): Zhou, Guotong; Wang, Yang
    • Source: IEEE Signal Processing Letters. , v. 4, (8), 1997, p. 240-242
    • Year: 1997

  133. Haar bases for L2(ℝn) and algebraic number theory
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of Number Theory, v. 57, (1), March 1996, article number 0042, p. 181-197
    • Year: 1996

  134. Self-affine tiles in ℝn
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Advances in Mathematics, v. 121, (1), July 1996, p. 21-49
    • Year: 1996

  135. Integral Self-Affine Tiles in ℝn I. Standard and Nonstandard Digit Sets
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of the London Mathematical Society, v. 54, (1), August 1996, p. 161-179
    • Year: 1996

  136. Nonnegative radix representations for the orthant R+n
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Transactions of the American Mathematical Society, v. 348, (1), January 1996, p. 99-117
    • Year: 1996

  137. Self-affine tiles in ℝn
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Advances in mathematics. , v. 121, (1), 1996, p. 21-49
    • Year: 1996

  138. Haar bases for L2(ℝn) and algebraic number theory
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of number theory. , v. 57, (1), 1996, p. 181-197
    • Year: 1996

  139. Tiling the line with translates of one tile
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Inventiones mathematicae. , v. 124, (1-3), 1996, p. 341-365
    • Year: 1996

  140. Integral self-affine tiles in R(n) .1. Standard and nonstandard digit sets
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of the London Mathematical Society. , v. 54, (1), August 1996, p. 161-179
    • Year: 1996

  141. Nonnegative radix representations for the orthant R(+)(n)
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Transactions of the American Mathematical Society. , v. 348, (1), January 1996, p. 99-117
    • Year: 1996

  142. Two-scale dilation equations and the mean spectral radius
    • Author(s): Wang, Yang
    • Source: Random and Computational Dynamics. , v. 4, 1996, p. 49-72.
    • Year: 1996

  143. Haar Type Orthonormal Wavelet Bases in R2
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of Fourier Analysis and Applications, v. 2, (1), February 1995, p. 1-14
    • Year: 1995

  144. The finiteness conjecture for the generalized spectral radius of a set of matrices
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Linear algebra and its applications. , v. 214, (C), 1995, p. 17-42
    • Year: 1995

  145. Existence and Regularity of Solutions to a Variational Problem of Mumford and Shah: A Constructive Approach
    • Author(s): Wang, Yang
    • Source: SIAM journal on optimization. , v. 5, (4), November 1995, p. 892-913
    • Year: 1995

  146. Haar Type Orthonormal Wavelet Bases in R2
    • Author(s): Lagarias, Jeffrey C.; Wang, Yang
    • Source: Journal of Fourier Analysis and Applications. , v. 2, (1), February 1995, p. 1-14
    • Year: 1995

  147. Two-scale dilation equations and the cascade algorithm
    • Author(s): Wang, Yang
    • Source: Random and Computational Dynamics. , v. 3, 1995, p. 289-309
    • Year: 1995

  148. Nonexistence of Brownian models for certain multiclass queueing networks
    • Author(s): Dai, Jim; Wang, Yang
    • Source: Queueing Systems: Theory and Applications, v. 13, (1-3), March 1993, p. 41-46
    • Year: 1993

  149. On the non-existence of limiting processes for Browning models of multi-class queeing networks
    • Author(s): Wang, Yang; Dai, Jim
    • Source: Queueing Systems Theory and Applications. , v. 13 (1993), p. 41-46
    • Year: 1993

  150. Bounded semigroups of matrices
    • Author(s): Berger, Marc A.; Wang, Yang
    • Source: Linear algebra and its applications. , v. 166, (C), 1992, p. 21-27
    • Year: 1992

  151. On the order and number of zero divisors of a finite ring
    • Author(s): Wang, Yang
    • Source: Journal of University of Science and Technology of China. , September 1982, p. 140-142
    • Year: 1982

  Book chapter

  1. Optimal ℓ 1 Rank One Matrix Decomposition
    • Author(s): Balan, Radu; Okoudjou, Kasso A.; Rawson, Michael; Wang, Yang; Zhang, Rui
    • Source: Harmonic Analysis and Applications /Edited by Michael Th. Rassias. Switzerland : Springer, Cham, 2021, p. 21-41, Book series: Springer Optimization and Its Applications, v. 168
    • Year: 2021

  2. Optimal ℓ 1 Rank One Matrix Decomposition
    • Author(s): Balan, Radu; Okoudjou, Kasso A.; Rawson, Michael; Wang, Yang; Zhang, Rui
    • Source: Harmonic Analysis and Applications / Edited by Michael Th. Rassias. Switzerland : Springer, Cham, 2021, p. 21-41, Book series: Springer Optimization and Its Applications, v.168
    • Year: 2021

  3. A Frame Reconstruction Algorithm with Applications to Magnetic Resonance Imaging
    • Author(s): Benedetto, John J.; Nava-Tudela, Alfredo; Powell, Alexander M.; Wang, Yang
    • Source: Frames and Other Bases in Abstract and Function Spaces: Novel Methods in Harmonic Analysis, Volume 1 / Edited by Isaac Pesenson, Quoc Thong Le Gia, Azita Mayeli, Hrushikesh Mhaskar, Ding-Xuan Zhou. Switzerland : Springer, 2017, p. 185-213, Book series: Ap
    • Year: 2017

  4. Stylometry and mathematical study of authorship
    • Author(s): Hu, Xianfeng; Wang, Yang; Wu, Qiang
    • Source: New Trends in Applied Harmonic Analysis: Sparse Representations, Compressed Sensing, and Multifractal Analysis / Akram Aldroubi, Carlos Cabrelli, Stephane Jaffard, Ursula Molter, Editors. Switzerland : Springer, 2016, p. 281-300, Book series: New Trends i
    • Year: 2016

  5. On the convergence of iterative filtering empirical mode decomposition
    • Author(s): Zhou, Zhengfang; Wang, Yang
    • Source: Excursions in Harmonic Analysis, Volume 2: The February Fourier Talks at the Norbert Wiener Center / Travis D. Andrews, Radu Balan, John J. Benedetto, Wojciech Czaja, Kasso A. Okoudjou, Editors. New York : Springer, 2013, p. 157-172, Book series: Applied
    • Year: 2013

  6. Self-affine tiles
    • Author(s): Wang, Yang
    • Source: Advances in Wavelets. , / edited by Ka-Sing Lau. 1st ed., Springer, 1999, p. 261-285
    • Year: 1999

  7. Multidimensional two-scale dilation equations
    • Author(s): Wang, Yang; Berger, Marc A.
    • Source: Wavelets: a tutorial in theory and applications. , / edited by Charles K. Chui. Boston : Academic Press, ©1992, p.295-325
    • Year: 1992

  Conference paper

  1. Non-asymptotic Error Bounds for Bidirectional GANs
    • Author(s): Liu, Shiao; Yang, Yunfei; Huang, Jian; Jiao, Yuling; Wang, Yang
    • Source: , 35th Conference on Neural Information Processing Systems, NeurIPS 2021, Virtual , 6-14 December 2021
    • Year: 2021

  2. Generalized Linear Bandits with Local Differential Privacy
    • Author(s): Han, Yuxuan; Liang, Zhipeng; Wang, Yang; Zhang, Jiheng
    • Source: , Advances in Neural Information Processing Systems, Virtual, 6-14 December 2021
    • Year: 2021

  3. Explore Mindfulness Without Deflection: A Data Art Based on the Book of Songs
    • Author(s): Wang, Yifang; Wang, Yang; Cao, Yang; Qu, Huamin; Tang, Junxiu; Wu, Yingcai
    • Source: Proceedings - 2021 IEEE VIS Arts Program, VISAP 2021, October 2021, p. 73-84
    • Year: 2021

  4. Deep Generative Learning via Schrödinger Bridge
    • Author(s): Wang, Gefei; Jiao, Yuling; Xu, Qian; Wang, Yang; Yang, Can
    • Source: Proceedings of Machine Learning Research, v. 139, July 2021, p. 10794-10804
    • Year: 2021

  5. Learning Hybrid Representations for Automatic 3D Vessel Centerline Extraction
    • Author(s): He, Jiafa; Pan, Chengwei; Yang, Can; Zhang, Ming; Wang, Yang; Zhou, Xiaowei; Yu, Yizhou
    • Source: Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics), v. 12266 LNCS, 2020, p. 24-34
    • Year: 2020

  6. Convex Shape Prior for Multi-Object Segmentation Using a Single Level Set Function
    • Author(s): Luo, Shousheng; Tai, Xue Cheng; Huo, Limei; Wang, Yang; Glowinski, Roland
    • Source: Proceedings: 2019 International Conference on Computer Vision, ICCV 2019 / IEEE. Piscataway, NJ : IEEE, 2019, p. 613-621
    • Year: 2019

  7. Data-driven method for 3D axis-symmetric object reconstruction from single cone-beam projection data
    • Author(s): Luo, Shousheng; Meng, Ruyue; Wei, Suhua; Cai, Jianfeng; Tai, Xuecheng; Wang, Yang
    • Source: ACM International Conference Proceeding Series, August 2019, p. 288-292
    • Year: 2019

  8. Low-dose X-ray computed tomography image reconstruction using edge sparsity regularization
    • Author(s): Luo, Shousheng; Kang, Keke; Wang, Yang; Tai, Xuecheng
    • Source: ACM International Conference Proceeding Series, August 2019, p. 303-307
    • Year: 2019

  9. An Iteration Method for X-Ray CT Reconstruction from Variable-Truncation Projection Data
    • Author(s): Huo, Limei; Luo, Shousheng; Dong, Yiqiu; Tai, Xuecheng; Wang, Yang
    • Source: Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics), v. 11603 LNCS, 2019, p. 144-155
    • Year: 2019

  10. Deep Generative Learning via Variational Gradient Flow
    • Author(s): Gao, Yuan ; Jiao, Yuling; Wang, Yang; Wang, Yao; Yang, Can; Zhang, Shunkang
    • Source: , 36th International Conference on Machine Learning, ICML 2019, Long Beach, 11-13 June 2019
    • Year: 2019

  11. Data-driven tight frame for Cryo-EM image denoising and conformational classification
    • Author(s): Xian, Yin ; Gu, Hanlin ; Wang, Wei CHEM; Huang, Xuhui CHEM; Yao, Yuan ; Wang, Yang ; Cai, Jianfeng
    • Source: 2018 IEEE Global Conference on Signal and Information Processing, GlobalSIP 2018 - Proceedings, February 2019, article number 8646614, p. 544-548
    • Year: 2019

  12. Synchronized Recovery Method for Multi-Rank Symmetric Tensor Decomposition
    • Author(s): Liu, Haixia; Miao, Lizhang ; Wang, Yang
    • Source: Mathematics and Visualization, (221219), 2018, p. 241-251
    • Year: 2018

  13. Tiling Z2 by a Set of Four Elements
    • Author(s): Feng, De-Jun; Wang, Yang
    • Source: Fractal Geometry and Stochastics V. , Editors: Christoph Bandt, Kenneth Falconer, Martina Zähle. Cham : Birkhäuser, 2015, p. 93-103, Progress in Probability, vol 70
    • Year: 2015

  14. Non-stationary noise estimation using dictionary learning and Gaussian mixture models
    • Author(s): Hughes, James M.; Rockmore, Daniel N.; Wang, Yang
    • Source: Proceedings of SPIE - The International Society for Optical Engineering, v. 9019, 2014, article number 90190L
    • Year: 2014

  15. Speeding up scientific imaging workflows: Design of automated image annotation tool
    • Author(s): Colbry, Dirk; Dyer, Fred C.; Dworkin, Ian Michael; Wang, Yang; Wang, Lifeng
    • Source: 2013 1st IEEE Workshop on User-Centered Computer Vision, UCCV 2013. , 2013, p. 13-18
    • Year: 2013

  16. Spectral Tetris Fusion Frame Constructions
    • Author(s): Casazza, Peter G.; Fickus, Matthew C.; Heinecke, Andreas M.; Wang, Yang; Zhou, Zhengfang
    • Source: Proceedings of SPIE--the international society for optical engineering. , v. 8138, (813816), 2011
    • Year: 2011

  17. Lattice quantization error for redundant representations
    • Author(s): Borodachov, Sergiy V.; Wang, Yang
    • Source: Proceedings of SPIE--the international society for optical engineering. , v. 7446, 2009
    • Year: 2009

  18. Multifractal analysis and authentication of Jackson Pollock paintings
    • Author(s): Coddington, Jim; Elton, John H.; Rockmore, Daniel N.; Wang, Yang
    • Source: Proceedings of SPIE--the international society for optical engineering. , v. 6810, 2008
    • Year: 2008

  19. Robustness of tonal and segmental information in noise - Auditory and visual contributions
    • Author(s): Mixdorff, Hansjörg; Wang, Yuping; Hu, Yu
    • Source: Proceedings of the 4th International Conference on Speech Prosody, SP 2008. , 2008, p. 261-264
    • Year: 2008

  20. Asymptotic white noise hypothesis for PCM quantization
    • Author(s): Borodachov, Sergiy V.; Wang, Yang
    • Source: CISS 2008, The 42nd Annual Conference on Information Sciences and Systems. , 2008, p. 733-736
    • Year: 2008

  21. βα-Encoders for A/D conversion
    • Author(s): Jiménez, David; Wang, Yang
    • Source: Proceedings of SPIE - The International Society for Optical Engineering, v. 6701, 2007, article number 670107
    • Year: 2007

  22. beta alpha-encoders for A/D conversion - art. no. 670107
    • Author(s): Jiménez, David; Wang, Yang
    • Source: Proceedings of SPIE--the international society for optical engineering, Wavelets XII, San Diego, CA, United States, 26-29 August 2007. , v. 6701, 2007, p. 70107
    • Year: 2007

  23. On the use of high order ambiguity function for multicomponent polynomial phase signals
    • Author(s): Wang, Yang; Zhou, Guotong
    • Source: ICASSP proceedings. , v. 5, 1997, p. 3629-3632
    • Year: 1997

  Other

  1. Correction to: The Structure of Multiplicative Tilings of the Real Line
    • Author(s): Kolountzakis, Mihail N.; Wang, Yang
    • Source: Journal of Fourier Analysis and Applications, v. 28, (1), February 2021, article number 8
    • Year: 2021

  Preprint

  1. Non-spectral fractal measures with Fourier frames
    • Author(s): Lai, Chun-Kit; Wang, Yang
    • Year: 2015