[1] [1] ZHU Xin-jun, SHEN Jin, SONG Li. Accurate retrieval of bimodal particle size distribution in dynamic light scattering［J］. IEEE Photonics Technology Letters, 2016, 28(3):311-314.

[2] [2] BALOG S, RODRIGUEZ-LORENZO L, MONNIER C A, et al. Characterizing nanoparticles in complex biological media and physiological fluids with depolarized dynamic light scattering［J］. Nanoscale, 2015, 7(14):5991-5997.

[3] [3] SHAN Liang, KONG Ming. Photon correlation spectroscopy for nano-particle diameter measurement with weighted nonnegative least squares［J］. Acta Photonica Sinica, 2013, 42(6):684-687.

[4] [4] YU Xiang-fei, YANG Hui, YANG Hai-ma, et al. An inversion algorithm of dynamic light scattering based on singular value decomposition［J］. Acta Photonica Sinica, 2013, 42(11):1324-1328.

[5] [5] SCHATZEL K. Noise in photon correlation and photon structure functions［J］. Optica Acta:international Journal of Optics, 1983, 30(2):155-166.

[6] [6] SCHATZEL K, DREWEL M, STIMAC S.Photon correlation measurements at large lag times: improving statistical accuracy［J］. Journal of Modern Optics, 1988, 35(4): 711–718.

[7] [7] SMART A E, EDWARDS R V, MEYER W V. Quantitative simulation of errors in correlation analysis［J］. Applied. Optics, 2001, 40(24):4064–4078.

[8] [8] YANG Hui, ZHENG Gang, Li Meng-chao. A discussion of noise in dynamic light scattering for particle sizing［J］. Particle and Particle System Characterization, 2008, 25(5-6): 406-413.

[9] [9] SHEN Jin, THOMAS J C, ZHU Xin-jun,et al. Wavelet denoising experiments in dynamic light scattering［J］. Optics Express, 2011,19(13): 12284-12290.

[10] [10] FUHRY M, REICHEL L. A new Tikhonov regularization method［J］. Numerical Algorithms, 2012, 59(3):433-445.

[11] [11] UBERA J V, AGUILAR J F, GALE D M. Reconstruction of particle-size distributions from light-scattering patterns using three inversion methods［J］. Applied Optics, 2007, 46(1): 124-132.

[12] [12] WANG Ya-jing, SHEN Jin, LIU Wei.Non-negative constraint research of Tikhonov regularization inversion for dynamic light scattering［J］. Laser Physics, 2013, 23(8): 187-215.

[13] [13] ZHU Xin-jun, SHEN Jin, THOMAS J C. Analysis of noisy dynamic light scattering data using constrained regularization techniques［J］. Applied Optics, 2012, 51(31): 7537-7548.

[14] [14] HAN Qiu-yan, SHEN Jin, SUN Xian-ming,et al. A posterior choice strategies of the Tikhonov regularization parameter in the inverse algorithm of the photon correlation spectroscopy particle sizing techniques［J］.Acta Photonica Sinica, 2009, 38(11):2917-2926.

[15] [15] TANG Hong, LIANG Guo-wei. Inversion of particle size distribution from spectral extinction data using the bimodal Johnson's SB, function［J］. Powder Technology, 2010, 198(3):330-336.

[16] [16] ZHU Xin-jun, SHEN Jin, LIU Wei, et al. Nonnegative least-squares truncated singular value decomposition to particle size distribution inversion from dynamic light scattering data［J］. Applied Optics, 2010, 49(34):6591-6596.