The Andoluosian literatures has been captured my mind, and had a very
pure and great place in my spirit, which is remembering me the roots of
genuine Arabic civilization spread during eight century in endoluos region.
also the Arabic creation which is moved from east to far way land in that
ages. And very clearly appearance tremendous men interested in science and
all kind of literature and arts especially in poetry, no one who has taste and
minimum knowledge can denied the effect of indoluosan prosperity among
readers. So for that reason I work very hard to choose a very famous poet his
nick name (Al-Ramadee) he is Youseif Bin Haroon born in the first decade
of the 4TH hijri (Islamic Calendar), died in (403H). He was one student of
very popular linguistic called abee Ali Al-qalee.
They called him Almotanabee of his place also they said "poem started
from Kenda and sealed in Kenda" they intended Emraa Al-Kayas,Al-
Motanabee and Al-Ramadee.and for all of that I preferred to search about
the language phenomena and the expansion in his poetry as well as some
glance which focus to reveal about his huge linguistics and literatures
heritage capacity.
I divided this study to three levels:-
grammatical level: dialed with odd linguistic words and converse.
structural level: dialed with preferment, retardation, cancellation, the
linguistic methods and the aims.
laterally level: dialed with laterally acceptance, verbalism synonymy
and analytic.
Finally, conclusion, results that I have got in this study.
هدف البحث إلى التعرف على اصالة الذات فضلاً عن التعرف على الفروق في اصالة الذات بين الطلبة على وفق متغير الجنس (ذكر – انثى) والتخصص الدراسي (علمي – انساني) والمرحلة الدراسية (أول- رابع)، تألفت عينة البحث من (140) طالبا وطالبة من طلبة جامعة الموصل-كلية التربية الاساسية، وتم تطبيق مقياس البحث - مقياس (اصالة الذات) وهو (من إعداد الباحثة)، وقد اسفرت نتائج البحث عن: - إن طلبة الجامعة يتمتعون بأصالة الذات. - عدم وجود فروق في
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Naber and toning in the modern Arab poetry Mahmoud Darwish, a model
After Zadeh introduced the concept of z-number scientists in various fields have shown keen interest in applying this concept in various applications. In applications of z-numbers, to compare two z-numbers, a ranking procedure is essential. While a few ranking functions have been already proposed in the literature there is a need to evolve some more good ranking functions. In this paper, a novel ranking function for z-numbers is proposed- "the Momentum Ranking Function"(MRF). Also, game theoretic problems where the payoff matrix elements are z-numbers are considered and the application of the momentum ranking function in such problems is demonstrated.