روايات سيرت كى تحقيق كا حديثى معيار

Seerah is a separate Islamic science from Hadith as their primary sources are different. Although there are some extents where there is over laying between them, but traditionally Seerah has different principles as compared to Hadith. The Scholars of Hadith were very strict in applying their rules whereas the scholars of Seerah were more flexible. The reason is, when academics were dealing with Ahadiths and deducingdivine rulings, they wanted to make sure they were founding the rulings on Ahadiths that were authentic and sound. So that is why they applied very stringent rules to accept Ahadith. However, when it came to Seerah, they were more flexible in their rules, because they study this as history of The Prophet PBUH which does not touch the Sharia rulings. So, we find that writers of Seerah would accept narrations, they would not usually accept if they were dealing with Ahadith. This practice with Seerah narrations was followed by our early scholars. But recently, there is a new movement among some of our researchers that they wanted to apply the rules of Ahadith on Seerah. We do not agree this approach and in this article, we have had a humble effort to compile a set of rules for acceptance of Seerah narrations.

Maximal and Potential Operators in Weighted Lebesgue Spaces With Non- Standard Growth

Two–weight criteria of various type for one–sided maximal functions and one–sided potentials are established in variable exponent Lebesgue spaces. Among other re- sults we derive the Hardy–Littlewood, Fefferman–Stein and trace inequalities in these spaces. Weighted estimates for Hardy–type, maximal, potential and singular opera- tors defined by means of a quasi–metric and a doubling measure are derived in Lp(x) spaces. In some cases examples of weights guaranteeing the appropriate weighted estimates are given.