لا زال انضمام العراق الى WTO  مثار جدل لما يترتب على هذا الانضمام من اثار كبيرة وخطيرة على الاقتصاد العراقي الذي لا يزال يعيش ظروف صعبة ناتجة عن تدمير قدراته وبناه التحتية اثر الحروب والحصار والتي امتدت لحوالي ثلاثة عقود .

العراق يحتاج الى فرصة اعادة تنظيم  قدراته وامكاناته سواء في القطاع الصناعي او القطاع الزراعي وان الاخير يمثل حالة تتطلب منها منح العراق افضليات تدع

      MRP is a system intended for the batch manufacturing of discrete parts including assemblies and subassemblies that should be stocked to support future manufacturing needs.  Due to the useful information provided by MRP it has evolved into a Manufacturing Resources Planning, MRP II, a system that ties the basic MRP system to the other functional areas of the company such as marketing, finance, purchasing, etc.  The objective of this research, which was conducted at the State Company for Batteries Manufacturing, is to test the performance of some popular lot-sizing techniques used within MRP II framework. It is hypothesized that the technique which minimizes the total inventory costs does no

This research deals with the rhetoric purposes of the passive voice in the holy Quran. First, we put an introductory to the concept of the Quran language and its difference of the spoken Arabic language during the revelation period. Besides; we gave a brief about the structure passive voice form of Arabic language. Second, we explained the purposes of passive voice used in the holly Quran with sufficient examples, commentaries and clarifications about all the cases. Rhetoric purposes that we deals with are: concision, emphasize an idea, avoid using the subject because it is known and clear for all or because it is really unknown, etc. This part has contained the most important purposes for the use of passive voice in holy Quran. At the end

     In a previous work, Ali and Ghawi studied closed Rickart modules. The main purpose of this paper is to define and study the properties of y-closed Rickart modules .We prove that, Let  and   be two -modules such that  is singular. Then  is -y-closed Rickart module if and only if   Also, we study the direct sum  of  y-closed Rickart modules.

In this notion we consider a generalization of the notion of a projective modules , defined using y-closed submodules . We show that for a module M = M1M2 . If M2 is M1 – y-closed projective , then for every y-closed submodule N of M with M = M1 + N , there exists a submodule M`of N such that M = M1M`.

الاهمية الاقتصادية للموانىء الحرة مع الاشارة الى المنطقة الاقتصادية الحرة المقترحة في ميناء الفاو

The conditional style represents a form of structures built on associative relationships within the sentence sometimes, which also coincides with textual relationships at other times. It is based on the principle of semantic interrelation between the conditional verb and its response with a tool, as well as the textual context in which it is woven, which leads to the production of different meanings according to the stylistic structure of the condition and its context. Rhetoricians looked for those relationships and their semantic production especially with Al-Skaki and the rhetoricians after him, as they studied the harmony built on restriction and attachment in the conditional structure and what it carries of structural and semantic featu

El Quijote no es sólo una novela para leer. Es también un acontecimiento
celebrado en todos los medios de expresión artísticos y literarios: la poesía, el
ensayo, la ilustración, la pintura, la escultura, las artes decorativas, la iconografía
popular, el humor.
Las figuras de Don Quijote y Sancho Panza, como arquetipos que entran a
formar parte de la vida cotidiana de las gentes, aparecen representados en miles de
cuadros, grabados, esculturas y tapices. El cine, el ballet y la ópera han sido y
siguen siendo espectáculos de acogida para nuestros personales. No faltan las obras
musicales que se inspiran en ellos y sus figuras aparecen representadas en objetos
tan variados como utensilios de cocina, vest

The investigation of determining solutions for the Diophantine equation  over the Gaussian integer ring for the specific case of  is discussed. The discussion includes various preliminary results later used to build the resolvent theory of the Diophantine equation studied. Our findings show the existence of infinitely many solutions. Since the analytical method used here is based on simple algebraic properties, it can be easily generalized to study the behavior and the conditions for the existence of solutions to other Diophantine equations, allowing a deeper understanding, even when no general solution is known.