There is no doubt that the achievement of the manuscripts is important in a place as it is based on reviving the heritage of the Islamic nation, as well as engaging in the prophetic hadith and its sciences pride for every Muslim, and this prompted me to achieve a manuscript message that serves this aspect i.e. the science of the prophetic hadith, and in an important subject that needs to stand on Each of the people, as well as the one who cares about the science of hadith and this topic is: Explaining the hadith of the people is partners in three, to the scholar Muhammad bin Ismail, famous for the Prince Al-Sanani, mentioning his methods and evidence, and their degree of health and weakness, and the statement of what is intended of him, and what falls under his general, and what leads to From the aforementioned hadiths and jurists, which indicates complete sailing in For Forensic Sciences and to inform the parties to the science ...
The work was based on two copies, the first being the linear origin, and the second: printed in the ammunition of Yemeni scholars nearly thirty years ago, but it is completely devoid of investigation, and the approved linear origin of the investigation falls within a group of Al-Sanani’s messages that include forty-four diverse messages.
يعد الشاعر خوان رامون خيمينيث واحدا من الشعراء البارزين في الادب الاسباني الحديث, تميزت اعماله بالابداع الشعري و الرصانة في تناول الموضوعات الشعرية. مارس خيمينيث كتابة الشعر منذ اواخر القرن التاسع عشر و اصبح معروفا في عالم الشعر الاوربي منذ بدايات القرن العشرين. كتب الشاعر في مواضيع عدة و تبنى العديد من المدارس الشعرية التجديدية التي تركت اثرا في شعره, و كانت المدرسة الرمزية, التي ظهرت حينها في فرنسا, هي احدى
... Show Moreنشط مسمىّ ( آية السيف ) مع الآية الخامسة من سورة براءة ( التوبة ) آخر السور نزولاً , وهو مسمّى شديد الصولة أفضى إلى إشكالية في فهم فلسفة الجهاد من منظور الشرع الإسلامي , إذ شكّلت الآية منطلقاً وركيزة لمقولات العنف التي تبنّتها الجماعات المتشدّدة بتوثيقات منبتها من التراث تلتقط صور الأحداث بإبتار وتقطيع , تقابلها توثيقات تربأ عمّا يقع في أوّل الخاطر، وتلك عرضتها في محورين , السياق المقامي الذي أظهر انضباط أحكام ال
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Özet
Benim tezimin adlı "Namık kemal'ın Hikayelerinde isim hal ekleri"dir. Bu tezde ilk olarak Namık kemal'ın hayatı hakkında bilgi vermeye çalıştım. Sonra isim hal ekleri hakkında bilgi de verdim. Sonra Namık kemal'ın hikayelerinde geçen isim hal ekleri birer birer çıkarmaya çalıştım.
XIX yüz yılında en önemli dönem Tanzimat dönemidir. Tanzimattan beri yeni hayat ihtiyaci ile yeni sanat anlayışı, birçok yeni kelime ve tamlamaların ortaya çıkıp, yerleşmesine sebep olmuştur. Namık kemal'ın mektuplarındaki birçok kelimeler, fikirler, kavramlar ve inanışlar, hepsi yeni değildir. Çoğu yaşıyan dilde kullanıyor, bir kısmı da sözlüklerde bulunuyordu. Fakat bi
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الفيدرالية : نظرة في منطلقاتها الفكرية وآفاقها المستقبلية
Academic libraries characterized from other libraries in the groups of literacy acquired, and
ways to retrieve this information, where it is supposed supply of various combinations of traditional
sources, electronic information, such as books and references, maps and indexes, CD-ROMs and
service-line and so on, via electronic mediator or via the Internet instead of the mediator paper. The
digital technology has changed the way you work by academic libraries, where confined to the
primary mission of these libraries to provide prompt services to the needs of researchers, professors
and students, and the provision of reading different materials, including electronic sources that
support the curriculum and research in el
Quran is a basic reference of production it is as a source to all sciences, Ayat of Quran would mention the importance of benefits of animals. Quran contain full surrat named in animal names as Al-Baqara that is to clarify its benefits and importance in human’s life.
This paper generalizes and improves the results of Margenstren, by proving that the number of -practical numbers which is defined by has a lower bound in terms of . This bound is more sharper than Mangenstern bound when Further general results are given for the existence of -practical numbers, by proving that the interval contains a -practical for all