ڈاکٹر وحید مرزا
پچھلے دنوں ڈاکٹر وحید مرزا کابھی انتقال ہوگیا،عمراسّی۸۰ کے لگ بھگ ہوگی۔ مرحوم ایک عرصہ تک لکھنؤ یونیورسٹی میں عربی اورفارسی کے پروفیسر اور صدر شعبہ رہے۔امیر خسرو پراُن کی کتاب جواُن کے پی۔ایچ ڈی کاتحقیقی مقالہ ہے اب تک اس موضوع پر شاہکار کی حیثیت رکھتی ہے۔ لکھنؤ یونیورسٹی سے سبکدوش ہونے کے بعد لاہور چلے گئے اوراردو انسائیکلو پیڈیا اسکیم سے وابستہ ہوگئے اور وہیں وفات پائی ۔غفراﷲ لہ [اکتوبر۱۹۷۶ء]
"The word "Ablagh" means to convey, to transfer, to communicate the term "Tableegh "is derived from this word. In the Holy Quran the words like "Tableegh" "Da’wa" "Inzar" and "Tabsheer" have been used for communication purpose. "Tableegh" means to persuade someone for the good deeds and prohibit him from the bad forbidden things. Tableegh is a process in which someone is invited sincerely towards an noble cause. In the Holy Quran Tableegh has been declared "Farz"(something which all the followers are supposed to do as binding) for all the Muslims. In the modern era the ways of communication are enormous and varied. The most important are the electronic and print media. Television, computer and radio, on the one hand and books, magazines and the newspapers on the other hand, play their respective role. Recently internet has emerged as the most important organ to address the people. Hence these current modes of communication should be reviewed according to the Seerah ofthe Holy Prophet (P. B. U. H) .
Metric Fixed Point Theorems for Single-valued and Multi-valued Mappings The main goal of the present research is to establish existence and uniqueness theorems regarding fixed points, coincidence points and common fixed points of single-valued and multi-valued mappings in connection with contractive type inequalities in complete metric spaces and generalized metric spaces. Some notions namely generalized α*- Mizoguchi-Takahashi type contraction, generalized Mizoguchi-Takahashi G contraction and α-admissible mappings for cone metric space are also obtained. We also include an application in which we prove the existence and uniqueness of a solution for a general class of Fredholm integral equation of 2nd kind. To enhance the validity of this work some interesting examples are also furnished.