Elaf Sabah Abbas

Al Mansour University College

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Emad A. Kuffi

University of Al-Qadisiyah

Sara Falih Maktoof

University of Kufa

Alyaa Abedalrhman Jawad

Iraqi University

Salam Abdulhussein Sehen

University of Al-Qadisiyah

Emanuel Hanna

Al Mansour University College

Ali Hassan Mohammed

University of Kufa

Thamir R. Saeed

University of Technology - Iraq

Hamid Ali

National Textile University

Dhamyaa H. Mohammed

Al Mansour University College

Kais Said Al-Sabbagh

University of Baghdad

Cooperative Institutions

University of Kufa

University of Al-Qadisiyah

Al Mansour University College

University of Technology - Iraq

University of Baghdad

Mustansiriyah University

University of Technology

Iraqi University

SRM Institute of Science and Technology

Shahid Beheshti University of Medical Sciences

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Al-Zughair integral transformation in solving improved heat and Poisson PDEs

AIP conference proceedings (2022)

Elaf Sabah Abbas Emad A. Kuffi Emanuel Hanna

In this paper, a modification on Poisson partial differential equation has been performed, the applied modification has increased the domain and range of Poisson equation. The novel integral transformation "Al-Zughair" has been used to solve the improved Poisson and heat partial differential equations, as a new solving method for some partial differential equations.

Poisson's equation

Heat equation

10.1063/5.0066914

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Citations (5)

Development an Anomaly Network Intrusion Detection System Using Neural Network

Journal of Engineering (2012)

Kais Said Al-Sabbagh Hamid Ali Elaf Sabah Abbas

Most intrusion detection systems are signature based that work similar to anti-virus but they are unable to detect the zero-day attacks. The importance of the anomaly based IDS has raised because of its ability to deal with the unknown attacks. However smart attacks are appeared to compromise the detection ability of the anomaly based IDS. By considering these weak points the proposed system is developed to overcome them. The proposed system is a development to the well-known payload anomaly detector (PAYL). By combining two stages with the PAYL detector, it gives good detection ability and acceptable ratio of false positive. The proposed system improve the models recognition ability in the PAYL detector, for a filtered unencrypted HTTP subset traffic of DARPA 1999 data set, from 55.234% in the PAYL system alone to 99.94% in the proposed system; due to the existence of the neural network self-organizing map (SOM). In addition SOM decreases the ratio of false positive from 44.676% in the PAYL system alone to 5.176% in the proposed system. The proposed system provides 80% detection ability of smart worms that are meant to invade the PAYL detector in the PAYL system alone, due to the existence of the randomization stage in the proposed system.

Payload (computing)

Anomaly (physics)

Data set

10.31026/j.eng.2012.12.03

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Citations (1)

Another kind of general integral transform called “emad-salam-elaf transform”

BIO Web of Conferences (2024)

Salam Abdulhussein Sehen Emad A. Kuffi Elaf Sabah Abbas

This article introduces another type of integral transformation in its general format; this general transformation is proposed as a new general integral transformation called the “Emad-Salam-Elaf Transform.” This general integral transformation is elaborated, and its fundamental functions and theorems have been proven. The eligibility of the proposed general integral transform is proven by solving ordinary differential equations of the first and second-order nature.Another type of general integral transform has been studied and proven for some elementary functions, its applicability and ability to evaluate the exact solution have been proven by utilizing the transform to find the solution of first and second order ordinary differential equations.

Integral transform

Hartley transform

10.1051/bioconf/20249700139

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Applying Al-Zughair transform into some engineering fieldes

AIP conference proceedings (2022)

Emad A. Kuffi Elaf Sabah Abbas

Due to the importance of the differential equations in different scientific fields, many methods to solve them has been used, however Al-Zughair integral transform in spite its capability in solving differential equations and due to its novelty has not been used in many fields. In this paper Al-Zughair integral transform has been used to solve the differential equations of two of the engineering fields: mechanical and control, and it has proved its ability to handle them perfectly.

Integral transform

10.1063/5.0066911

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Citations (2)

Review of: "From Complex to Real Numbers: A Reverse Detour for Solving Polynomial Equations Using Complex Numbers"

Elaf Sabah Abbas

Potential competing interests: No potential competing interests to

10.32388/qut0xz

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Applying “Emad-Sara” Transform on Partial Differential Equations

Springer proceedings in mathematics & statistics (2023)

Emad A. Kuffi Elaf Sabah Abbas Sara Falih Maktoof

Integral transform

10.1007/978-981-99-0447-1_2

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Citations (1)

New integral “Kuffi-Abbas-Jawad” KAJ transform and its application on ordinary differential equations

Journal of Interdisciplinary Mathematics (2022)

Elaf Sabah Abbas Emad A. Kuffi Alyaa Abedalrhman Jawad

In this work, a new integral transform called the "Kuffi-Abbas-Jawad" KAJ integral transform has been proposed and applied to solve ordinary differential equations. The proposed KAJ integral transform is a modification of the well-known (Sadiq-Emad-Eman) SEE integral transform. It is a novel method that could be used to solve ordinary differential equations. The KAJ integral transform has been tested and proven for its excellent ability to solve homogeneous and non-homogeneous higher-order ordinary differential equations.

Integral transform

10.1080/09720502.2022.2046339

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Citations (4)

Applying al-zughair transform on nuclear physics

International Journal of Engineering & Technology (2020)

Emad A. Kuffi Ali Hassan Mohammed Ameer Qassim Majde Elaf Sabah Abbas

Al-Zughair transform is a novel transformation that is proposed in (2017), and due to its novelty it has not been applied to engineering fields, however Al-Zughair transform is capable to solve differential equations, for that reason it can be applied into engineering applications that include differential equations. In nuclear physics the radioactive decay of the atoms is well study subject, where there are many methods that are used to deal with it, however Al-Zughair transform has never been used before in that field, in this paper the differential equation of radioactive decay has been solved using Al-Zughair transform.Â Â

Integral transform

10.14419/ijet.v9i1.29807

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Citations (13)

“Emad-Sara Transform” a new integral transform

Journal of Interdisciplinary Mathematics (2021)

Sara Falih Maktoof Emad A. Kuffi Elaf Sabah Abbas

In this paper, a new integral transformation named "Emad-Sara Transform" has been proposed to solve linear ordinary differential equations with constant coefficients.

Integral transform

Constant (computer programming)

Hartley transform

10.1080/09720502.2021.1963523

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Citations (12)

A Stego-analysis Techniques by SOD Using Statistical Measurements Based on FPGA

Elaf Sabah Abbas Dhamyaa H. Mohammed Thamir R. Saeed Sabah A. Gitaffa

Statistical Analysis

Source

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