Monthly Journal: Publishes the methodological and theoretical role of mathematics and mathematical applications underpinning scientific research.
Suresh Rasappan, Ahmed J. Obaid, Shaymaa Maki Kadham
In this paper: In this special issue titled “Advances in Modern Mathematics and Computational Methods”, we explore how mathematical concepts relate to their applications across various fields, including Nonlinear An...
Zainab Mohammed Alwan
In this paper: For the work on paper, prepare new techniques by constructing a new definition called the fractional ZMA-transform (FZMAT). These techniques are used to make a solution to a fractional differential eq...
Shaimaa Abdul-Hussein Kadhim, Shatha Abdul-Hussein Kadhim, Mohammed Yahya Abed
In this paper: In this paper, we will be discussing fuzzy statistically convergent in 2-norm in a fuzzy 2-normed Riesz spaces. We also define the notion of a Fsc2n- Cauchy in fuzzy 2-normed Riesz spaces and establis...
Salim Dawood Mohsen, Mohammed Jassim Mohammed
In this paper: This article introduces a new and extended concept of quasi-fuzzy soft paranormal operators of great importance in pure mathematics, called (𝕜 – Ω) – quasi-fuzzy soft paranormal operators) in brief “...
May A. A. Al-Yaseen, Hayder Kadhim Zghair, Raad Safah Abood
In this paper: The sufficient conditions were obtained under which the uniform convergence of mappings shows a dynamical behavior at a point of inverse shadowing in G-space. Since orbital convergence is stronger tha...
Dhfar Zuheir Ali, Layla Hindi, Maani A. Saeed
In this paper: Partial differential equations are used profoundly in scientific and engineering fields. This paper presents the application of the FP-transform in solving FPDEs. The first and second-order FPD formul...
Salim Dawood Mohsen, Zaid Rajih Hamza
In this paper: This research aims to provide a generalization of an advanced class in the fields of fuzzy soft theory and operator theory, which is highlights a new class of fuzzy soft quasi-hyponormal operator via...
Mustafa Hasan Hadi, L. A. A. Jabar
In this paper: In this paper, we will study some of the properties of the operator Ԑ(Ⱨ) with respect to ∾- a topological space defined by a cluster system, some of which are unconditionally true and others are condi...
Dhuha Abdulameer Kadhim, Zainab Hasan Abood, Sada Faydh Mohammed
In this paper: A notion for convex structures on metric space, first introduce by Takahashi [1] and has become an important part of the theory of fixed points and nonlinear analysis. This framework can be generalize...
Sattar Naser Ketab, Wafaa Zuhar Hemead
In this paper: The framework for necessary and sufficient conditions was created to guarantee oscillatory behavior for each linear solution of a neutral delay difference equation. We have also examined the propertie...
Raad A. Obaid, Murtadha A. Kadhim, Alaa M. Abed
In this paper: This study addresses linear complex partial differential equations (LCPDEs), which constitute vital mathematical frameworks across diverse fields in physics and applied science. We utilize the modifie...
Nada A. M. Al-Karamy, Rana Hasan Hilal, Zainab Imran Mousa
In this paper: The aims for the work are to derive a numerical method to find a value for the double integral, which is integrable either continuously or continuously, but its derivative is singular or singular at o...
Azhar Ali Abbas, Masar F. Jabbar, Mohammed A. Wannas
In this paper: In this work, we presented a generalization of FAT and proved some of the properties of (FAT). Eng. We also derive the FAT of fuzzy derivatives up to the third order and further generalize the said fo...
Huda Omran Altaie, Buthyna Najad Shihab, Hatam Y. Khalaf
In this paper: The Temimi and Ansari Technique (TAM), a new and powerful analytical method, has been proposed for solving nonlinear problems. As demonstrated by the findings, the method converges to the correct solu...
Huda Omran Altaie, Hatam Y. Khalaf, Buthyna Najad Shihab
In this paper: An major goal for this work is to propose a modified technique, the Elzaki Adomain Decomposition Method (ETADM), an iterative analytical approach that yields approximate analytical solutions for certa...
Adel Rashed A. Ali
In this paper: Differential equations play a role in Applied Physics; it’s not always feasible to find analytical solutions for nonlinear partial differential equations when dealing with certain phenomena. In this i...
Ahmed Najah Abdulhadi, Huda Omran Altaie
In this paper: Coupled NT and Decomposition technique (NTADM), is a powerful methodology for dealing with PDEs. The technique used NT to eliminate the time of the driving equation, whereas ADM tackles nonlinear vari...
Dunia M. K. Al-Ftlawy, Raghad Almohammed, May A. A. Al-Yaseen
In this paper: In dynamical systems theory, the concept of shadowing refers to the ability to approximate a pseudo-orbit (PO) by an actual orbit of the system. The accuracy of this approximation depends on the speci...
Ayman Kaled, Huda Omran Altaie
In this paper: An efficient combination of ADM and the Sumudu transformation for solving random ordinary differential equations (RODEs) is introduced as a novel tool to obtain an accurate analytical solution. It is...
Eman Jasim Fadhil Khudhair, Safaa M. Aljassas
In this paper: An objective of this article is to calculate continuous triple integrals numerically using the RS (RMS) method by applying Romberg acceleration to complex rules (the Simpson rule for the inner dimensi...
Zinah T. Abdulqader
In this paper: The purpose of this paper is to introduce the exterior concept in the L-space where this space satisfies the axioms for a topological space. Some important properties for this novel concept are invest...
Nabiha Kahtan Dreeb, Eman Samir Bhaya
In this paper: This work provides a rigorous mathematical analysis of the relationship between Hermite interpolation and function approximation, such that at a certain point Aq ∈ 𝔸q, where 𝔸q, is the set of all coll...
Waqas Battal Jubair, Asaad Adil Abdulhadi, Hadi Hassan Hadi, Haider Jebur Ali
In this paper: In this research, we introduce a recent type of open set, called a pre-feebly-open set, obtained by accrediting the feebly open set. We have defined and studied this type and specified several of its...
Ayman Kaled, Huda Omran Altaie
In this paper: A new transform Sumudu Adomian Decomposition method (STADM) for non-linear random ordinary differential equations and the non-linear Random Integro differential equation (NRIDE) are utilized in a nove...
Rana Hasan Hilal, Nada A. M. Al-Karamy, Zainab Imran Mousa
In this paper: The primary region. The first rule is composed of Boole’s rule for the inner dimension and the midpoint rule for the outer dimension. The second rule is composed of Boole’s rule on both internal dimen...
Hasan Ali Naser, Z. D. Al-Nafie
In this paper: This paper presents new results on bornological algebras over LF-spaces, in which bounded sets are stable under differentiation, multiplication, and addition, and the space of smooth functions on the...
Maysoon A. Neamah
In this paper: This work presents the new result obtained by studying many sequences space define as positive functions. This functions are constructed to show the convergence of these spaces. The space of these fun...
Rajaa Hasan Abbas, Alaa Mohsin Abed, Murtadha A. Kadhim
In this paper: The use of fractional integro-differential models has gained prominence in describing complex dynamical systems with memory and hereditary properties. A set of nonlinear descriptor systems with multi-...
Ahlam Abdulkareem Mahdi, Rusul Ahmed Flayyih, Nada Hadi Malik, Emad Abbas Kuffi
In this paper: An Emad–Sara transform be an effective mathematical technique for simplifying and solving differential equations arising in applied mathematics and engineering sciences. By converting differential ope...
Marwa Abd Ali Hussein, Neeran Tahir Abd Alameer
In this paper: This work introduces concept for an intuitionistic fuzzy soft(ifs) boundary in intuitionistic fuzzy soft(ifs) closure space. Additionally, the intuitionistic fuzzy soft semi-boundary in intuitionistic...
Hasan Ali Naser, Z. D. Al-Nafie
In this paper: This paper presents new results in bornological algebra, focusing on smooth mappings under certain conditions. We apply our results to solve dynamic problems using the derived bornological algebra the...
Maysoon A. Neamah
In this paper: This study aims to establish novel analytical findings concerning a class of Δ-symmetric Banach algebra structures. In this context, the space of continuous functions is rigorously demonstrated to pos...
Zainab Aodeh A. Mohmmed, Semh Kadhim Gebur
In this paper: The lower bounds of |𝒯’ (a)| were estimated for an analytic function 𝒯 with an angular limit at a boundary point on the unit disk 𝔄 = {z ∈ C:|z|
Sattar Naser Ketab, Banen Wafaa Abdullah, Zainab Radhi Mousa
In this paper: This study seeks to derive complete solutions for certain classes of third-order linear partial differential equations with constant coefficients involving three independent variables, expressed in th...
Eman Y. Habeeb, Kawther Reyadh Obead, Dhuha Abdulameer Kadhim
In this paper: In this paper, we establish a neuromorphic crisp triple tri topological group. The neuromorphic crisp triple, a topological space and continuous function, is defined and used in constructing the new c...
Ahmed Najah Abdulhadi, Huda Omran Altaie
In this paper: An application of fractional differential equations is on the rise across physics, biology, and engineering. This is especially true when standard integer-order models fail to adequately describe a gi...
Maha A. Mohammed, A. H. Khamas, Luma N. M. Tawfiq
In this paper: A novel, computationally efficient technique is suggested to find exact solution of nonlinear differential equations with order is fractional, This technique is extended to fractional partial differen...
Maha A. Mohammed, Luma N. M. Tawfiq
In this paper: An efficient approach is used in this article to solve and analyze the nonlinear autonomous equations. The Tanh method provides more general, precise traveling wave solutions with little additional wo...
Mohammed Jasim Fadhil, Bashar Ahmed Sharba
In this paper: In this work, we use Krasnoselskii’s Theorem to prove an existence for the solutions for delay differentials equation under new sufficient conditions and bounded by decreasing functions.
Radhi A. Zaboon, Abbas Al-Shimmary
In this paper: This paper’s primary goal is to find an approximate solution for the nonlinear continuous casting of liquids and solids in two phases. It is a type of moving boundary value problem, which is nonlinear...
Y. Y. Yousif, Afraa R. Sadek, Ehab A. Ghaloob
In this paper: In this paper, we introduce and study fibrewise h*-topological spaces over ℬ. We define this class of spaces and investigate related notions, including fibrewise h*-closed sets and fibrewise h*-open s...
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