سال نئے آتے ہیں لیکن درد پرانے رہتے ہیں
دیوانے ہر حال میں دیکھو تودیوانے رہتے ہیں
Islam teaches that when there is a scholarly disagreement on a certain issue, it is impermissible to condemn a person who follows a position that is different from one's own. Differences in Fiqhi opinions are means of enriching the intellectual landscape of Muslim scholarship. This difference among Islamic jurists and scholars is a source of mercy. The scholars of Fiqh had set several ways in order to control and manage differences among jurists, in hopes of rationalizing the debates and avoid the disadvantages of intolerance. In this regard, Imȃm Sharȃni’s “Kitab-Ul-Mizȃn” is a valuable and seminal work, which comprises and compares the rulings of all Sunni schools of Fiqh as if they were a single school. His concept of mizȃn is the most valuable concept among Tatbeeqi concepts. According to the mizȃn, view differences in Islamic Fiqh are not controversial but all viewpoints are follow able in different circumstances
On Certain Subclasses of Analytic Functions in Geometric Function Theory of a Complex Variable In this thesis, we define some new subclasses of analytic functions using the techniques of convolution, differential subordination and the concepts of conic domains, bounded boundary rotation and bounded radius rotation. We study these new classes thoroughly and investigate several coefficient results, radii problems, convolution preserving properties, inclusion results, integral preserving mapping properties along with various other useful applications. Most of these results are sharp. Various known and new results are also derived as special cases from our results.