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Double-random-phase encryption with photon counting for image authentication using only the amplitude of the
Summary
This study introduces a simplified photon-counting encryption method using only image amplitude for decryption. This technique enhances security by reducing recorded information and enabling intensity detection.
Area of Science:
- Optics and Photonics
- Information Security
- Digital Image Processing
Background:
- Traditional encryption methods can be complex and require significant data.
- Photon counting offers a method for low-light imaging and information processing.
- Double-random-phase encryption is a robust technique for image security.
Purpose of the Study:
- To develop a simplified photon-counting double-random-phase encryption technique.
- To enable image decryption using only the photon-limited amplitude of the encrypted image.
- To investigate amplitude-based and full-phase encryption using the proposed method.
Main Methods:
- Applying photon counting to the amplitude of a double-random-phase encrypted image.
- Generating a sparse, noise-like image from the encrypted amplitude.
- Decrypting the image using the photon-limited amplitude and numerically generated phase keys.
- Utilizing nonlinear correlation algorithms for decrypted image authentication.
Main Results:
- The proposed method simplifies the encryption process by omitting phase information.
- Decryption is achievable with only the photon-limited amplitude and correct encryption keys.
- The technique allows for intensity detection and reduces the amount of recorded information.
- Preliminary computational results demonstrate the feasibility of both amplitude-based and full-phase encryption.
Conclusions:
- A novel photon-counting encryption technique is presented, simplifying security protocols.
- The method effectively encrypts and decrypts images using photon-limited amplitude, enhancing data security.
- This approach offers a promising avenue for secure image transmission and storage, particularly in low-light or information-limited scenarios.

