اسلام کا تصور تعلیم و تربیت

Education has been considered of primary importance in human life. Religion and education are interrelated. A civilized society requires educational revolution in behavior of human beings. Education creates awareness about the human goals and real aim of life. This activity makes it possible to train the people in the right direction. Better education coupled with proper training makes a human being well-mannered and enables him to use his hidden qualities for the benefit of mankind, thus making him a beneficial not only for himself but also for the society. The preaching of religion depends upon the education and training. Our holy Prophet ﷺ was an ideal educationist not only of his time but also for the future generations. The Holy Prophet ﷺ being a great educationist and reformer initiated the University of Suffa in Medina when the Islamic society was in its infancy. Prophet ﷺ described the conditions, pattern and qualities of a teacher. A good teacher must be interpreted as good practitioner as well. The article deals with the moral qualities of a teacher and educationist in the light of teachings of the Prophet Muhammad ﷺ. The discussion has made clear the aim of Islamic education which is not limited within the domain of worship or prayers. Islam is a complete code of life which emphasizes the training of human being through education.

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.