Ahmad Khader Al-Natoor

Dr. Ahmad Khader Al-Natoor


Research Focus & Metrics

Academic Career Length

5Years (2022-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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31 January 2025 in European Journal of Pure and Applied Mathematics
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AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
FAFadi Alrimawi
Fadi Alrimawi
In this paper, we give several upper and lower bounds for the numerical radius of 2 ×2 block matrices. Several special cases of our results are given.

31 January 2025 in European Journal of Pure and Applied Mathematics
Verified
Journal Article
Open access
PDF file
AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
FAFadi Alrimawi
Fadi Alrimawi
In this paper, we present several singular value inequalities for special types of functions of products and sums of matrices. Some of special cases of our results give a generalization of some recent inequalities

18 November 2022 in Annals of Functional Analysis
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AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
OHOmar Hirzallah
Omar Hirzallah
FKFuad Kittaneh
Fuad Kittaneh

17 February 2022 in Positivity
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AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
FKFuad Kittaneh
Fuad Kittaneh

23 September 2023 in Periodica Mathematica Hungarica
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Journal Article
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AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
OHOmar Hirzallah
Omar Hirzallah
FKFuad Kittaneh
Fuad Kittaneh

31 January 2025 in European Journal of Pure and Applied Mathematics
Verified
Journal Article
Open access
PDF file
RARaed Abu Awwad
Raed Abu Awwad
MAMonther Al-Momani
Monther Al-Momani
AJAli Jaradat
Ali Jaradat
BABaha' Abughazaleh
Baha' Abughazaleh
AAAhmad Khader Al-Natoor
Ahmad Khader Al-Natoor
This study introduces a novel integral transform derived by integrating the ARA and Sawi transforms. The paper explores the foundational properties and establishes the existence of this new transform. It presents advanced results for partial differential equations in higher dimensions and extends the double convolution theorem to two dimensions. These developments are applied to solve specific types of differential equations, demonstrating practical applications in physics and related scientific fields.