عناية أئمة النقد الحديثي بفقه الحديث

It is generally perceived in contemporary intellectual movements that canonical Traditionalists did not take had฀th text into consideration as their scholarly efforts were limited to the evaluation of had฀th chains. Aforementioned notion - in my opinion - originates from shallow study of methodology adopted by canonical had฀th critics، as a deeper look into their scholarly works reveals that sciences of had฀th includes the authentication and disparagement of traditions as well as comprehension and deduction from had฀th content. The sole objective of early Traditionalists from transmission، collection of had฀th، its evaluation، authentication and disparagement was to safeguard the true meaning of Sunnah and to transmit it in its pure form to the successors. In fact the peculiarity of their work is that they exert all efforts in order to deal with had฀th as a single undivided whole، where examination of content was not irrelevant to the evaluation of chain، their conscientious efforts recorded in major works of had฀th show how they evaluated content of had฀th to determine that it was not contradictory to Shari‘ah، or with another sound tradition، as there was a possibility that a certain reliable reporter made mistake or speculated in transmitting the meaning of had฀th. Therefore we witness them disparaging a certain transmitter for his negligence and errors whereas his had฀th is forsaken، moreover they would not consider him a Traditionalists or muhaddith฀n if excessive speculations were found in his report. This research paper aims at investigating the aforementioned hypothesis.

On Meromorphic and Multivalent Functions

In this thesis, we define some new classes of meromorphic and multivalent functions using the techniques of convolution, subordination and generalized Carathéodory functions. The concepts of bounded boundary rotation and bounded radius rotation are extended. We study these new classes thoroughly and investigate several inclusion relations, coefficient results, radius problems, integral and convolution preserving properties. Most of these results are best possible. Various known and new results are derived as special cases.