Designing Fast Algorithm to Encrypt Images Using The Chinese Remainder Theorem and Elliptic Curve

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Karamali Gh.R.; Kavand e.

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Paper Information

Journal: JOURNAL OF ELECTRONIC AND CYBER DEFENCE Year:2017 | Volume:5 | Issue:3 (19) Page(s): 69-77

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Title

Designing Fast Algorithm to Encrypt Images Using The Chinese Remainder Theorem and Elliptic Curve

Author(s)

Karamali Gh.R. | Kavand e. | Issue Writer Certificate

Keywords

Image ProcessingQ2

Image EncryptionQ1

Image DecryptionQ1

Elliptic Curve EncryptionQ1

Chinese Reminder TheoQ1

Abstract

Sending and receiving information confidentially has always been very important. The cryptography Plays a major role in exchanging information securely. For this purpose, several encryption algorithms are designed and implemented. Among the designed algorithms, the old RSA and Diffie-Hellman algorithms have been superseded by the Elliptic Curve Encryption algorithm, due to its unique features. The proposed method has higher speed for Image Encryption and decryption in comparison with the current method. For this purpose, the grouping of pixels by remainder Chinese theorem has been employed. The proposed method is applicable on other data such as text, sound and video.

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APA: Copy

Karamali, Gh.R., & Kavand, e.. (2017). Designing Fast Algorithm to Encrypt Images Using The Chinese Remainder Theorem and Elliptic Curve. JOURNAL OF ELECTRONIC AND CYBER DEFENCE, 5(3 (19) ), 69-77. SID. https://sid.ir/paper/243091/en

Vancouver: Copy

Karamali Gh.R., Kavand e.. Designing Fast Algorithm to Encrypt Images Using The Chinese Remainder Theorem and Elliptic Curve. JOURNAL OF ELECTRONIC AND CYBER DEFENCE[Internet]. 2017;5(3 (19) ):69-77. Available from: https://sid.ir/paper/243091/en

IEEE: Copy

Gh.R. Karamali, and e. Kavand, “Designing Fast Algorithm to Encrypt Images Using The Chinese Remainder Theorem and Elliptic Curve,” JOURNAL OF ELECTRONIC AND CYBER DEFENCE, vol. 5, no. 3 (19) , pp. 69–77, 2017, [Online]. Available: https://sid.ir/paper/243091/en

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