السلم و السلام و تطبيقا تھا في ضوء السيرة النبوية

There is no doubt that Islam is a religion of peace which ensures peace regionally and globally in the light of its teachings. It is not only a religion of worship, but it is a religion includes ethics and caring for others and takes care of the rights of individuals as well as society. The life of Prophet Muhammad, r is the best role model in creating world peace atmosphere as He had ordered his followers and believers to realize peace in their societies. Islam guarantees peace even in war situation as it provides full protection and refuge to all those innocents who do not participate in the war. It is not unknown now that the contemporary world is witnessing events that souls hate and hearts alienate which caused racisms and populism and that their effects threatened communities and destroy firm foundations of peace. So in this contemporary perspective, the importance of research and writing about world peace increases subject to all of the studies levels, whether in universities or conferences especially in light of the biography of Holy Prophet Muhammad r. In this research, I will focus on the following points: Peace and its practical examples in of Holy Prophet Muhammad r. Explanation about the concept of peace and its practice in life of Holy Prophet Muhammad r. Clarifying the most prominent contemporary security challenges in the light of the Prophet's biography. Discussion on common misconceptions about Global peace matter and their correction in the sacred Biography of the Prophet Muhammad r

Müntz Space Embeddings of Schatten-Von Neumann Class

This thesis contains results about the embeddings of M ̈ untz spaces in the Hilbert space scenario and its applications to composition operators on M ̈ untz spaces. In the main, we shall be concerned with the embedding M Λ 2 ⊂ L 2 (μ), where the Hilbert- M ̈ untz space M Λ 2 is the closed linear span of the monomials x λ n in L 2 ([0, 1]) and μ is a finite Borel measure on [0, 1]. After gathering together the mathematical preliminaries required for this work in Chapter 1, we shall use the notion of a sublinear measure introduced by I. Chal- endar, E. Fricain and D. Timotin [8] to investigate the properties of boundedness, compactness and belonging to Schatten-von Neumann ideals of these Hilbert space embeddings. This will be the content of Chapters 2 and 3. In Chapter 4, we give ex- amples of sublinear measures for bounded and compact embeddings with interesting properties. Finally, in Chapter 5 the general embedding theory is applied to initiate the study of composition operators on M Λ 2 .