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1.

A new symmetrized solution for phase retrieval using the transport of intensity equation.

Volkov VV, Zhu Y, De Graef M.

Micron. 2002;33(5):411-6.

PMID:
11976028
2.

Astigmatic intensity equation for electron microscopy based phase retrieval.

Petersen TC, Keast VJ.

Ultramicroscopy. 2007 Aug;107(8):635-43. Epub 2007 Jan 8.

PMID:
17292552
3.

Quantitativeness of phase measurement by transport of intensity equation.

Mitome M, Ishizuka K, Bando Y.

J Electron Microsc (Tokyo). 2010;59(1):33-41. doi: 10.1093/jmicro/dfp046. Epub 2009 Sep 19.

PMID:
19767627
4.

Phase measurement of atomic resolution image using transport of intensity equation.

Ishizuka K, Allman B.

J Electron Microsc (Tokyo). 2005 Jun;54(3):191-7. Epub 2005 Aug 2.

PMID:
16076863
5.

Imaging a dense nanodot assembly by phase retrieval from TEM images.

Donnadieu P, Verdier M, Berthomé G, Mur P.

Ultramicroscopy. 2004 Jul;100(1-2):79-90.

PMID:
15219693
6.

Topography retrieval using different solutions of the transport intensity equation.

Pinhasi SV, Alimi R, Perelmutter L, Eliezer S.

J Opt Soc Am A Opt Image Sci Vis. 2010 Oct 1;27(10):2285-92. doi: 10.1364/JOSAA.27.002285.

PMID:
20922019
7.

Quantitative TEM-based phase retrieval of MgO nano-cubes using the transport of intensity equation.

Petersen TC, Keast VJ, Paganin DM.

Ultramicroscopy. 2008 Aug;108(9):805-15. doi: 10.1016/j.ultramic.2008.01.001. Epub 2008 Jan 8.

PMID:
18281156
8.

[Processing of interferogram symmetrization in optical fiber Fourier spectrometer].

Li BS, Liu Y, Wang A.

Guang Pu Xue Yu Guang Pu Fen Xi. 2007 Jun;27(6):1077-80. Chinese.

PMID:
17763761
9.
10.

Enhanced deterministic phase retrieval using a partially developed speckle field.

Almoro PF, Waller L, Agour M, Falldorf C, Pedrini G, Osten W, Hanson SG.

Opt Lett. 2012 Jun 1;37(11):2088-90. doi: 10.1364/OL.37.002088.

PMID:
22660130
11.

Transport of Intensity phase-amplitude imaging with higher order intensity derivatives.

Waller L, Tian L, Barbastathis G.

Opt Express. 2010 Jun 7;18(12):12552-61. doi: 10.1364/OE.18.012552.

PMID:
20588381
12.

Quantitative comparison of direct phase retrieval algorithms in in-line phase tomography.

Langer M, Cloetens P, Guigay JP, Peyrin F.

Med Phys. 2008 Oct;35(10):4556-66.

PMID:
18975702
13.

Boundary-artifact-free phase retrieval with the transport of intensity equation: fast solution with use of discrete cosine transform.

Zuo C, Chen Q, Asundi A.

Opt Express. 2014 Apr 21;22(8):9220-44. doi: 10.1364/OE.22.009220.

PMID:
24787811
14.

Phase discrepancy analysis and compensation for fast Fourier transform based solution of the transport of intensity equation.

Zuo C, Chen Q, Huang L, Asundi A.

Opt Express. 2014 Jul 14;22(14):17172-86. doi: 10.1364/OE.22.017172.

PMID:
25090531
15.

Transport-of-intensity phase imaging using Savitzky-Golay differentiation filter--theory and applications.

Zuo C, Chen Q, Yu Y, Asundi A.

Opt Express. 2013 Mar 11;21(5):5346-62. doi: 10.1364/OE.21.005346.

PMID:
23482106
16.

Low-noise phase imaging by hybrid uniform and structured illumination transport of intensity equation.

Zhu Y, Shanker A, Tian L, Waller L, Barbastathis G.

Opt Express. 2014 Nov 3;22(22):26696-711. doi: 10.1364/OE.22.026696.

PMID:
25401819
17.

Optimum plane selection for transport-of-intensity-equation-based solvers.

Martinez-Carranza J, Falaggis K, Kozacki T.

Appl Opt. 2014 Oct 20;53(30):7050-8. doi: 10.1364/AO.53.007050.

PMID:
25402794
18.

Phase retrieval with the transport-of-intensity equation in an arbitrarily shaped aperture by iterative discrete cosine transforms.

Huang L, Zuo C, Idir M, Qu W, Asundi A.

Opt Lett. 2015 May 1;40(9):1976-9. doi: 10.1364/OL.40.001976.

PMID:
25927762
19.

Multiresolution phase retrieval in the fresnel region by use of wavelet transform.

Souvorov A, Ishikawa T, Kuyumchyan A.

J Opt Soc Am A Opt Image Sci Vis. 2006 Feb;23(2):279-87.

PMID:
16477833
20.

Lorentz phase microscopy of magnetic materials.

Volkov VV, Zhu Y.

Ultramicroscopy. 2004 Jan;98(2-4):271-81.

PMID:
15046808
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