Stumpff functions are an infinite series that depends on the value of z. This value results from multiplying the reciprocal semi-major axis with a universal anomaly. The purpose from those functions is to calculate the variation of the universal parameter (variable) using Kepler's equation for different orbits. In this paper, each range for the reciprocal of the semi-major axis, universal anomaly, and z is calculated in order to study the behavior of Stumpff functions C(z) and S(z). The results showed that when z grew, Stumpff functions for hyperbola, parabola, and elliptical orbits were also growing. They intersected and had a tendency towards zero for both hyperbola and parabola orbits, but for elliptical orbits, Stumpff functions

Türklerin İslam dini ve kültürünü benimsedikten sonra,Anadolu'da Arap ve özellikle Fars Edebiyatlarını örnek alarak oluşturdukları yazılı edebiyattır. Bu dönemin şairleri(ozanları) şiirlerini divan adı verilen kitaplarda topladıkları için söz konusu edebiyata da Divan Edebiyatı denilmiştir.Özellikle,medreseden yetişen aydın sanatçı ve yazarların saray ve çevresinde oluşturdukları bir edebiyat geleneği olduğu için, Havas(Yüksek Zümre) edebiyatı,Saray edebiyatı, Klasik Türk edebiyatı gibi adlarla da anılmaktadır.Divan edebiyatı sözünün 1900'den sonra ortaya çıktığı sanılmakta ve ilk defa kimin kullandığı bilinmemektedir.

Abstract : This research has tackled about the role of Russia in the international policies which concerning with energy , So the most important states in the world that possesses huge energy resources to be more able in the control over the reality and future production programs and the distribution of global energy alike , the latter had effectively influence on the economic and developmental aspects within many countries in the world and its impacts on political decisions and perhaps effected too much in the dimensions of strategic policies . In this context of research , Russia has been developed a high energy policy of strategic planning in order to restoring Russia position and its global role by using its potential powerful streng

This literary review addresses the status of the most famous Israeli writer, Amos Oz, through the analysis of relevant articles that highlight various aspects of his literary and political orientations, reflecting his ideological and social background. Oz's literature encompasses a mix of political orientations that many critics view as extreme, while others see them as moderate stances indicative of the author's awareness. And these are what strengthened his literary status in modern Hebrew literature.These trends emphasized the contribution of Oz's works to shaping Israeli cultural consciousness and reflect the challenges facing identity in multiple contexts. He was an advocate for equality between Palestinians and Israelis and

تم ت داول مصطلح الأزمة ا دلولية في السياسية ا دلولية خال القرن التاسع عش ر لتحدي دا ملدة الانتقالية بين السلم والحرب سواء أ دت الأزمة إلى نشوب صراع مسلح أم مت ت ت سويتها بالطرق السلمية، وتع دالأزمة ا دلولية مرحلة مت هيدية ل لحرب وهي ا رملحلة التي يسعى فيها أ طرا فالأزمة إلى إبعاد احتمالية نشوء أ و اندلاع الحرب، فالأزمة ه ي مدة حرجة ومرحلة خطيرة بين وقتي السلم والحرب، إن العلاقات ا دلولية تكاد ت عيشأ زمات متلاحقة ع

                         Dans Hernani, sa pièce la plus connue, Victor Hugo présente son drame qui a pour toile de fond l'Espagne du XVIe siècle. L'action se déroule à Saragosse où il s'agit d'une histoire d'amour; un personnage d'origine noble est tombé amoureux d'une fille qui s'appelle Doña Sol qui est aimée à la fois par le Duc, Don Ruy Gomez de Silva, et par le roi, Don Carlos ; mais c'est Hernani qu'elle aime passionnent. La rivalité amoureuse de ces trois personnages pour une même fille montre l'amour qui se trouve au cœur du drame romantique.

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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.

تعد الرمانسية ثورة فنية وسياسية والجتماعية وايدلوجية ذات أهمية كبيرة، وقد احتلت جزءاً من القرن التاسع عشر وجزءاً أكبر من القرن العشرين في أوربا وبقية العالم، ومازالت تظهر ملامحها في كثير من الاعمال الادبية حتى الآن، مثل الحرية والفردية والديمقراطية والوطنية  وكثير من الامور.

The research deals with an analytical approach between new media and traditional one in the light of the changes imposed by technology, which has been able to change a number of common concepts in the field of communication and media. The researcher tries to find an analytical explanation of the relationship between technology by being an influential factor in building the information society, which is the basis of new media, and the technical output that influenced the forms of social relations and linguistic construction as a human communication tool. The research deals with an analytical approach between new media and traditional one in the light of the changes imposed by technology, which has been able to change a number of comm

كان لسياسات االحتالل دور بارز في فشل مشروع إعادة بناء الدولة في افغانستان، وفي الوقت نفسه تتحمل دول االحتالل المسؤ و لية الكاملة عن بعض هذه ً كبي ارً السياسات مثل عدم التخطيط الجيد لمرحلة االحتالل وإعادة بناء الدول ة، ثم إن جزءا من فشل هذه السياسات يرجع الى البيئتين المحلية واإلقليمية ، كذلك كان للخبرة السياسية والدستورية وللواقع االجتماعي الثقافي األفغاني تأثيرهما المهم في قدرة المجتمع األفغاني ً على قبول