[2] HILLMAN R T, YAMAUCHI T, CHOI W, et al. Digital optical phase conjugation for delivering two-dimensional images through turbid media［J］,2013, Scitific Reports, 3:1909.
[3] CHUMNG K, WALLACE J, KIM S Y, et al. Structural and molecular interrogation of intact biological systems［J］. Nature,2013, 497:332-337.
[4] LIU Hai-ying, LI Yun-song, WU Cheng-ke. A method for compressive sensing of images based on zone control of digital micromirror device and super-resolution［J］. Acta Photonica Sinica, 2014, 43(5): 0510002
[5] CONKEY D B, CARAVACA-AGUIRRE A M. High-speed scattering medium characterization with application to focusing light through turbid media［J］. Optical Express,2012, 20:1733-1740.
[6] CANDES E J, WAKIN M B. An Introduction to compressive sampling［C］. IEEE Signal Process Magazine, 2008, 25:21-30.
[7] LU Pei, LIU Xiao-yong, LU Xi, et al. Image information encryption by compressed sensing and optical theory［J］. Acta Photonica Sinica, 2014, 43(9): 0910002.
[8] DUARTE M F. Single-pixel imaging via compressive sampling［C］.IEEE Signal Process,2008, 25(2):83-91.
[9] RODRIGUEZ A D. Resolution analysis in computational imaging with patterned illumination and bucket detection［J］. Optical Letters,2014,39(13):3888-3891.
[10] ENRIQUE T. Image transmission through dynamic scattering media by single-pixel photodetection［J］. Optical Express, 2014, 22(14):16945-16955.
[11] YING Jin-pin, LIU Feng, ALFANO, et al. Effect of scattering on nonlinear optical scanning microscopy imaging of highly scattering media［J］.Applied Optical,2000, 39(4):509-514.
[12] ZIMNVAKOV, DMITRY A, ISAEV A, et al. Analysis of the scatter growth in dispersive media with the use of dynamic light scattering［J］. Applied Optical,2012,51(10):C62-C69.
[13] ZHUANG Jia-yan, CHEN Qian, HE Wei-ji, et al. Novel algorithm to compensate nonlinear response of photo detector to improve quality of image reconstruction for compressed sensing［J］.Optical Engineering,2013, 52(4):0432041.
[14] CANDES E, ROMBERG J, TAO T. Stable signal recovery from incomplete and inaccurate measurements［J］. Communications on Pure and Applied Mathematics,2006, 59(8):1207-1223.
[15] CANDES E, ROMBERG J, TAO T. Robust uncertainty principles: Exact signal reconstruction from highly incomplete frequency information［J］. IEEE Transactions on Infomation Theory,2006, 52(2):489-509.
[16] Software: l1-magic, http://www.dsp.ece.rice.edu/cs.
