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Dear Sir/Madam:

A decision has been made on the above manuscript.  As a co-author, I thought you'd be interested in seeing the referee comments.  In view of their recommendations, I cannot accept the manuscript for publication in Applied Optics.  If there are no reviewer comments below, please contact the corresponding author to view them.

Sincerely,
Partha Banerjee
Topical Editor, Applied Optics

PS - If the below reviewer response refers to uploaded comments, you must ask the corresponding author for this information.  Only he/she has access to it.

---------------------------

Reviewer comments are provided here:

Reviewer 1
The authors present simulation results of particle holography - for both inline and off-axis configuration. The emphasis is the use of generalized Lorenz-Mie theory (GLMT) for generating the hologram data. The papers have been well structured and written.

The big concern I have is what advantage the proposed approach has when compared to conventional reconstruction algorithms.
As pointed out, the GLMT method is able to simulate particle samples in 3D volume, that is usually hard using conventional Fresnel or convolution methods. However, the authors still use double fractional Fourier transform for their reconstruction. Therefore, the reconstruction can still only provide result slice-wise. The adjustment of fractional order parameter is not easy.

If I'm right, the authors use the hologram directly for reconstruction. This created all the problems that the authors attempted to solve for (dependence on sample illumination). Therefore, I don't think this work is useful.
Once the diffracted object wave is derived from the cross-term in holograms (by using phase-shifting technique or filtering in case of off-axis configuration), the illumination function should not affect the reconstruction.

Reviewer 2
This manuscript performs a simulation study on the holography reconstruction of micro particles. It provides several examples on holography reconstruction using different types of illuminating beams. Although technically sound, I think it is too thin for Applied Optics.
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