188
Yu. Kotsiuba et al.
References
1. Poon TC (Ed) (2006) Digital holography and three-dimensional display: principles and
applications. Springer Science & Business Media
2. Picart P (Ed) (2015) New techniques in digital holography. Wiley
3. Goodman JW (2007) Speckle phenomena in optics: theory and applications. Roberts and
Company Publishers
4. Poittevin J, Picart P, Faure C, Gautier F, Pézerat C (2015) Multi-point vibrometer based on
high-speed digital in-line holography. Appl Opt 54(11):3185–3196
5. Poittevin J, Picart P, Gautier F, Pezerat C (2015) Quality assessment of combined quantizationshot-noise-induced decorrelation noise in high-speed digital holographic metrology. Opt
Express 23(24):30917–30932
6. Montresor S, Picart P (2016) Quantitative appraisal for noise reduction in digital holographic
phase imaging. Opt Express 24(13):14322–14343
7. Uzan A, Rivenson Y, Stern A (2013) Speckle denoising in digital holography by nonlocal
means filtering. Appl Opt 52(1):A195–A200
8. Nomura T, Okamura M, Nitanai E, Numata T (2008) Image quality improvement of digital
holography by superposition of reconstructed images obtained by multiple wavelengths. Appl
Opt 47(19):D38–D43
9. Park Y, Choi W, Yaqoob Z, Dasari R, Badizadegan K, Feld MS (2009) Speckle-field digital
holographic microscopy. Opt Express 17(15):12285–12292
10. Hertwig S, Babovsky H, Kiessling A, Kowarschik R (2009). Reduction of speckles in digital
holographic interferometry. In Fringe 2009 (pp 1–5). Springer, Berlin, Heidelberg
11. Rong L, Xiao W, Pan F, Liu S, Li R (2010) Speckle noise reduction in digital holography by
use of multiple polarization holograms. Chin Opt Lett 8(7):653–655
12. Dubois F, Joannes L, Legros JC (1999) Improved three-dimensional imaging with a digital
holography microscope with a source of partial spatial coherence. Appl Opt 38(34):7085–7094
13. Aebischer HA, Waldner S (1999) A simple and effective method for filtering speckleinterferometric phase fringe patterns. Optics Commun 162(4–6):205–210
14. Kemao Q, Soon SH, Asundi A (2003) Smoothing filters in phase-shifting interferometry. Opt
Laser Technol 35(8):649–654
15. Garcia-Sucerquia J, Ramírez JAH, Prieto DV (2005) Reduction of speckle noise in digital holography by using digital image processing. Optik-International Journal for Light and Electron
Optics 116(1):44–48
16. Mirza S, Kumar R, Shakher C (2005) Study of various preprocessing schemes and wavelet
filters for speckle noise reduction in digital speckle pattern interferometric fringes. Opt Eng
44(4):045603
17. Almoro P, Pedrini G, Osten W (2007) Aperture synthesis in phase retrieval using a volumespeckle field. Opt Lett 32(7):733–735
18. Maycock J, Hennelly BM, McDonald JB, Frauel Y, Castro A, Javidi B, Naughton TJ (2007)
Reduction of speckle in digital holography by discrete Fourier filtering. JOSA A 24(6):1617–
1622
19. Abramowitz M, Stegun IA (1972) Handbook of Mathematical Functions with Formulas,
Graphs, and Mathematical Tables. National Bureau of Standards Applied Mathematics Series
55. Tenth Printing
20. Elliott D (1964) The evaluation and estimation of the coefficients in the Chebyshev series
expansion of a function. Math Comput 18(86):274–284
21. Hernández MA (2001) Chebyshev’s approximation algorithms and applications. Comput Math
Appl 41(3–4):433–445
22. Kotsiuba YM, Petrovska HA, Fitio VM, Bobitski YV (2016, September) Improving digital
holographic interferogram quality by frequency filtering. In: 2016 IEEE 7th international
conference on advanced optoelectronics and lasers (CAOL) (pp. 67-68). IEEE
Précédent

- 205/763

Suivant