شخصية الصحابة في شعر صدر الإسلام

The literature represents the nation’s treasure of poetry and prose and its original heritage. It is the outcome of minds believe fully in its right to develop along with other nations. Poetry is one of the fields of heritage which observe human activity in the Arab environment and records the nation’s deeds everywhere by its pure tongue. For all these reasons it is concluded that the poetry which was generated with the advent of Islam especially the poetry of the prophet’s honorable companions who represented the first generation in Islam who were imparted education in Prophet’s school. This subject of research appealed to know their ideas in their poetry. In this regard, poetical works of poets of the early stage of Islam was started. The research consists of a preface, two objects of research and a conclusion. In the first object of research it has been discussed the introduction of the Prophet’s companion’s personality, concerning linguistically, technical and conceptual views, their attitude, and the nature of his role in the call for Islam, their role in learning Holy Qur’an by heart, Islam and honorable Prophet’s attitude towards poetry and poets. Whereas the second object of research is, it has been discussed the sensual ideology aspect in one topic such as, Jihad.

Matrix Valued Truncated Toeplitz Operators

This thesis contains results about the matrix valued truncated Toeplitz operators (MTTO''s) de ned on the model space K= H2 H2(E), with axed pure inner function and E an arbitrary Hilbert space. The class of MTTO''s is denoted by T (K ). In the main work of this thesis we shall concern with the extension of some of the results obtained in the scalar case by D. Sarason in [27]. After gathering together the mathematical preliminaries of this work in Chapter 1, in Chapter 2 we shall present the most important properties of the model spaces Kand some very important operators Sand S in T (K ). The main object of this thesis is the study of the matrix generalization of the truncated Toeplitz operators introduced in [27]; a more recent presentation is [17]. This will be the content of Chapter 3, 4, 5. Finally, in Chapter 6 the preceding theory is applied to initiate the study ofnite rank operators in T (K ).