فروغ امن اور انسداد دہشت گردی میں عقائد صحیحہ کا کردار

Peace is the key source of all virtues. Unfortunately, since long all the world especially Muslim ummah is facing extremism and terrorism. It is very tragic are mostly those who are having the labels of Islam. One of the many reasons for this is the weakness of beliefs. Today many people have misconceptions about basic beliefs of Islam. Such people are responsible for destroying the peace of society. The best and easy solution to avoid all these riots and setting up peace is to focus on improving their beliefs. Without this the desire to establish peace is nothing more than a dream. In spite of the intention of eliminating the riots with the latest cameras, sensors, radar and all the richest resources available in the world's developed countries. There is not a single woman who travels far away from the remote and is not afraid of anyone except Allah. But the Islam, fourteen centuries ago, showed that a woman travelled alone from?ir? To Makkah and would not have been afraid of anyone except Allah. It was possible only when the prophet (pbuh) spent his life preaching in Makkah about the purification of beliefs. In history, it is always a tradition that whenever corruption is increased on earth, Allah altered this corruption by the prophets and all the prophets started their mission with correction of beliefs.

Some Analytic Methods for Solving Higher Order Nonlinear Boundary and Initial Value Problems

Nonlinear phenomenon plays vital role in engineering and applied sciences. Higher order nonlinear boundary value and initial value problems are known to describe a large variety of phenomena. We are mainly concerned with finding the analytic solution of boundary value and initial value problems of the type T ( u ) = 0, subject to some boundary and initial conditions, where T is any differential or integral operator. We study and develop some analytic methods for solving higher order nonlinear boundary value and initial value problems. We propose several modifications in variation of parameters method for finding the approximate solution of several higher order nonlinear boundary value, initial value, parametric boundary value, higher dimensional and system of nonlinear Volterra integro differential problems. We apply the exp-function method to construct generalized soliton, travelling wave and periodic solution of several higher order nonlinear partial differential equations. We apply the exp-function method for finding the exact solution of some higher order nonlinear boundary value problems. All the suggested techniques are compared with well known classical techniques and are found quite efficient, well suited and reliable for the solution of higher order nonlinear boundary and initial value problems of diversified nature.