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- Character tables (2)
- Matrix representation (2)
- Quaternion groups (2)
- The cyclic decomposition of group. (2)
- Almost random periodic point (1)
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- Anti-fungal (1)
- Arf closure (1)
- B*-continuous function (1)
- B-open sets (1)
- Benzimidazole (1)
- Blow up (1)
- Candida and aspergillus fungi (1)
- Caratheodory conditions (1)
- Co topologies (1)
- Co- Lindelöf topologies (1)
- Collocation method (1)
- Degenerate damping (1)
- Distributive Lattices (1)
- Embedding dimension (1)
- Generalized permuting tri-derivation . (1)
- Homeomorphism (1)
- Integro-differential equations (1)
- Integrodifferential Equation (1)
- KirchhoffType equation (1)
- Klein-Gordon equations (1)
- Lattices (1)
- Local function (1)
- Minimal random set (1)
- Modular lattices (1)
- Nitrone (1)
Articles 1 - 12 of 12
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On Solvability Of The Integro-Differential Equations, Faez N. Ghaffoori
On Solvability Of The Integro-Differential Equations, Faez N. Ghaffoori
Al-Qadisiyah Journal of Pure Science
In this paper, we study the existence of solution to integro-differential equations in the space of Lebesgue-integrable on un-bounded interval after transformed to nonlinear integral functional equation, the used tool is the fixed point theorem due to Schauder with weak measure of non compactness, due to De-Blasi. In addition, we give an example which satisfies the conditions of our existence theorem.
The Cyclic Decomposition Of Cf(Q_14×C_2p)/ R ̅(Q_14×C_2p), Naseer Rasool Albakaa, Habeeb Kareem Al-Bdairi, Neeran Tahir Abd Alameer
The Cyclic Decomposition Of Cf(Q_14×C_2p)/ R ̅(Q_14×C_2p), Naseer Rasool Albakaa, Habeeb Kareem Al-Bdairi, Neeran Tahir Abd Alameer
Al-Qadisiyah Journal of Pure Science
In this paper, we propose the cyclic decomposition of the factor group , and the group is Z-valued class functions of the direct product group under the operation of addition, and is the subgroup of the generalized characters of the group .Then is an abelian factor group denoted by where is the quaternion group of order and is the cyclic group of order . Also, we find the rational valued characters table of the group when and prime numbers and is given as follows
Blow Up Of Solutions For Viscoelastic Wave Equations Of Kirchhoff Type With Variable Exponents, Erhan Pişkin, Veysel Butakın
Blow Up Of Solutions For Viscoelastic Wave Equations Of Kirchhoff Type With Variable Exponents, Erhan Pişkin, Veysel Butakın
Al-Qadisiyah Journal of Pure Science
In this paper, we consider a viscoelastic wave equation of Kirchhoff type with variable exponents. We show that under suitable conditions on the initial data and initial energy, the energy of solutions blow up in finite time with negative initial energy.
About Some Numerical Semigroupswith Embedding Dimension Three, Ahmet Çelik, Mehmet Sait Alakuş, Sedat İlhan
About Some Numerical Semigroupswith Embedding Dimension Three, Ahmet Çelik, Mehmet Sait Alakuş, Sedat İlhan
Al-Qadisiyah Journal of Pure Science
we will examine a family of numerical semigroups embedding dimension three, such that S_u=< 8,8u+2,8u+9> where u >=1, u is integer . Also, we will give some relations between these semigroups and their Arf closure.
Global Existence And Growth Of Solutions To Coupled Degeneratly Damped Klein-Gordon Equations, Fatma Ekinci, Erhan Pişkin
Global Existence And Growth Of Solutions To Coupled Degeneratly Damped Klein-Gordon Equations, Fatma Ekinci, Erhan Pişkin
Al-Qadisiyah Journal of Pure Science
We study a system of nonlinear Klein-Gordon equations with viscoelastic and degenerate damping in a bounded domain. We prove the global existence and exponential growth of solutions with negative initial energy.
The Cyclic Decomposition Of Cf(Q_4q×C_5)/ R ̅(Q_4q×C_5), Naseer Rasool Albakaa, Habeeb Kareem Al-Bdairi, Neeran Tahir Abd Alameer
The Cyclic Decomposition Of Cf(Q_4q×C_5)/ R ̅(Q_4q×C_5), Naseer Rasool Albakaa, Habeeb Kareem Al-Bdairi, Neeran Tahir Abd Alameer
Al-Qadisiyah Journal of Pure Science
In this paper, we propose the cyclic decomposition of the factor group , and the group is Z-valued class functions of the direct product group under the operation of addition, and is the subgroup of the generalized characters of the group .Then is an abelian factor group denoted by where is the quaternion group of order and is the cyclic group of order . Also, we find the rational valued characters table of the group when is prime numbers is given as follows
The Numerical Solution For Solving Nth Order Integro-Differential Equations Via Boubaker Scaling Functions, Eman Hassan Ouda
The Numerical Solution For Solving Nth Order Integro-Differential Equations Via Boubaker Scaling Functions, Eman Hassan Ouda
Al-Qadisiyah Journal of Pure Science
In this paper, the continuous Boubaker scaling functions were constructed with the presentation on the interval [0,1], which obtained depending on Boubaker polynomials. In this current study the Boubaker scaling polynomial has been applied for solving the nth order integro–differential equations (IDE’s). The collocation method with the aid of Boubaker scaling functions together were utilized to transform the higher order integro–differential equations into a problem of linear system algebraic equations. Some numerical examples were added to show the simplicity and accuracy of the proposed technique. The results have been compared with the exact solution using Matlab and illustrated by graphs.
Some Properties Of Almost Periodic Points In A Random Dynamical System, Qays Arif Wali, Ihsan Jabbar
Some Properties Of Almost Periodic Points In A Random Dynamical System, Qays Arif Wali, Ihsan Jabbar
Al-Qadisiyah Journal of Pure Science
The aim of this paper is to study of almost periodic points in random dynamical systems. Some of their characteristics were studied and theirs highlighted relationship with someconcepts in random dynamical systems such as periodic points as well as minimalset
Generalized Permuting Tri-Derivations On Lattices, Mazen Omran Karim
Generalized Permuting Tri-Derivations On Lattices, Mazen Omran Karim
Al-Qadisiyah Journal of Pure Science
In this paper , we present the notion of generalized permuting tri – derivations in lattices and looking for some related properties .
On Colc Topologies, Reyadh Delfy Ali, Omlsad Adgheem Ali
On Colc Topologies, Reyadh Delfy Ali, Omlsad Adgheem Ali
Al-Qadisiyah Journal of Pure Science
The purpose of this work is to continue the study of Co topologies and offer new characteristics of CoLC topologies and examine their relationships with other classes of topological spaces.
Sets And Functions In Terms Of Local Function, Shyamapada Modak, Sk Selim, Md Monirul Islam
Sets And Functions In Terms Of Local Function, Shyamapada Modak, Sk Selim, Md Monirul Islam
Al-Qadisiyah Journal of Pure Science
In this paper, a collection of sets are investigated in such a way that the collection splits in the collection of preopen sets and the collection of b-open sets and also splits in the collection of semi-open sets and the collection of b-open sets. Functions in terms of this sets is a part of this paper and it will be considered that these collection remains invariant under homeomorphic image.
Synthesis And Characterization Of New Benzimidazole-Nitrone Derivatives And Study Of Their Effect As Anti-Fungal, Meaad A. Fadel, Dawood S. Ali, Hanaa K. Mousa
Synthesis And Characterization Of New Benzimidazole-Nitrone Derivatives And Study Of Their Effect As Anti-Fungal, Meaad A. Fadel, Dawood S. Ali, Hanaa K. Mousa
Al-Qadisiyah Journal of Pure Science
New benzimidazole derivatives (benzimidazole-nitrone) were synthesized from the condensation of o-phenylene diamine with p-amino benzaldehyde in the presence of (P-TSOH\EtOH) then the benzimidazole compounds that containing an imine group were oxidized to obtain a nitrone group by used peracetic acid and identified by FT-IR, H1-NMR spectra, and elemental analysis. all compounds applied to the candida and aspergillus fungi gave a different result. The compounds have Ph, OH and N(CH3)2 groups as substituted in synthesized benzimidazole derivatives were showed reactivity as anti-fungal.