1 February 1994 Pendulum iterative algorithm for phase retrieval from modulus data
Author Affiliations +
Optical Engineering, 33(2), (1994). doi:10.1117/12.153152
Abstract
We present a pendulum iterative algorithm (PIA) to solve the phase retrieval problem. Computer simulations show that, in general, PIA converges faster than previous iterative algorithms in which the moduli of the object and the Fourier domain are provided. The performance of the PIA is compared with that of the error-reduction algorithm (ERA), the modified error-reduction algorithm (MERA), the input-output algorithm (IOA), and the hybrid IOA/ERA algorithm. We show that the PIA generally performs better for a binary modulus. In the case of a multilevel modulus, the PIA performs comparable to the hybrid IOA/ERA, while better than the others.
Guowen Lu, Zheng Zhang, Francis T. S. Yu, Aris Tanone, "Pendulum iterative algorithm for phase retrieval from modulus data," Optical Engineering 33(2), (1 February 1994). http://dx.doi.org/10.1117/12.153152
JOURNAL ARTICLE
8 PAGES


SHARE
KEYWORDS
Phase retrieval

Ruthenium

Computer generated holography

Computer simulations

Quantization

Binary data

Image retrieval

Back to Top