Perform The Complex EFG Transform in Cryptography

The integral transforms in their various forms, the traditional and the complex forms, have proven their importance in many scientific fields, and mathematicians exploit them in these fields to the fullest. In addition to employing integral transforms in scientific fields, mathematicians study the d...

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Main Author: Emad Kuffi
Format: Article
Language:English
Published: University of Anbar 2024-06-01
Series:مجلة جامعة الانبار للعلوم الصرفة
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Online Access:https://juaps.uoanbar.edu.iq/article_183689_c4924e4cd5d6778822e0785971105a8b.pdf
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author Emad Kuffi
author_facet Emad Kuffi
author_sort Emad Kuffi
collection DOAJ
description The integral transforms in their various forms, the traditional and the complex forms, have proven their importance in many scientific fields, and mathematicians exploit them in these fields to the fullest. In addition to employing integral transforms in scientific fields, mathematicians study the different ways to improve these integral transforms in order to include as many applications as possible in each integral transform. The complex EFG (Emad - Faruk - Ghaith) integral transformation is one of the novel transforms that has not been used in many fields; hence, the light has yet to be shown upon its full potential. Therefore, in this paper, we will show the success and ability of complex EFG (Emad - Faruk - Ghaith) transformation in the process of encryption and decryption algorithms. The potential of the complex EFG in the cryptographic field is proved through practical application, and the results from that application appeared to be very promising in that it adds a new field of application into integral transformation.
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spelling doaj-art-7f333ec4dbeb47e8bcdab426adf04d8c2025-08-20T02:13:55ZengUniversity of Anbarمجلة جامعة الانبار للعلوم الصرفة1991-89412706-67032024-06-0118125226210.37652/juaps.2024.145931.1176183689Perform The Complex EFG Transform in CryptographyEmad Kuffi0Department of Mathematics, College of Basic Education, Mustansiriyah UniversityThe integral transforms in their various forms, the traditional and the complex forms, have proven their importance in many scientific fields, and mathematicians exploit them in these fields to the fullest. In addition to employing integral transforms in scientific fields, mathematicians study the different ways to improve these integral transforms in order to include as many applications as possible in each integral transform. The complex EFG (Emad - Faruk - Ghaith) integral transformation is one of the novel transforms that has not been used in many fields; hence, the light has yet to be shown upon its full potential. Therefore, in this paper, we will show the success and ability of complex EFG (Emad - Faruk - Ghaith) transformation in the process of encryption and decryption algorithms. The potential of the complex EFG in the cryptographic field is proved through practical application, and the results from that application appeared to be very promising in that it adds a new field of application into integral transformation.https://juaps.uoanbar.edu.iq/article_183689_c4924e4cd5d6778822e0785971105a8b.pdfcomplex efg transforminverse of efg transformencryptiondecryptionascii code
spellingShingle Emad Kuffi
Perform The Complex EFG Transform in Cryptography
مجلة جامعة الانبار للعلوم الصرفة
complex efg transform
inverse of efg transform
encryption
decryption
ascii code
title Perform The Complex EFG Transform in Cryptography
title_full Perform The Complex EFG Transform in Cryptography
title_fullStr Perform The Complex EFG Transform in Cryptography
title_full_unstemmed Perform The Complex EFG Transform in Cryptography
title_short Perform The Complex EFG Transform in Cryptography
title_sort perform the complex efg transform in cryptography
topic complex efg transform
inverse of efg transform
encryption
decryption
ascii code
url https://juaps.uoanbar.edu.iq/article_183689_c4924e4cd5d6778822e0785971105a8b.pdf
work_keys_str_mv AT emadkuffi performthecomplexefgtransformincryptography