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۴۲۔ یہ پیار کیا ہوتا ہے؟
یہ پیار کیاہوتا ہے…؟
دل کے آنگن میں یادوں کے پیڑتلے
اک تڑپ سربہ زانواداس بیٹھی تھی
درو دیوار اسے مبارک باد دے رہے تھے
اس کی کو کھ میں ایک ننھا سا قطرہہے
جو اب ایک قلزم بنتا جا رہا ہے
یادوں کی تیز ہوا چلتی ہے
تواس قلزم میںاضطراب پیدا ہوتا ہے
یادیں سب پردے چیرتے ہوئے اسیری سے نکل آتی ہیں
قلزم خود ہی اپنا راستہ بنالیتا ہے
عہد صحابہ میں شمائلِ نبویﷺکا اسلوب بیان
All the companions (Shaba R.A.) would get the pleasure of feasting their eyes with the sight of prophet’s (S.A.W) appearance while being in his companionship for years. They would memorize the attained knowledge from prophet (S.A.W) and convey it to the audience with the paradigm of excellence in the personality of prophet (S.A.W). These aspects are discussed in books of Hadith and Seerat-e-Nabawi (S.A.W) as incidence, but are out of study of scholastic group. Hence, the one researching Seerat-e-Nabawi (S.A.W) cannot infer these contents. Many initial books on the physical description of Prophet (S.A.W) have partially focused on the limited aspects of physical description of Prophet (S.A.W) while a large number of these aspects could not be discussed and included. It was essential to primarily identify and include such worth- knowing but overlooked aspects of Prophet‘s physical description in the books of Hadith and Seerat.Two–Weight Criteria for Potentials With Product Kernels on the Cone of Non-Increasing Functions
Necessary and sufficient conditions governing one and two weight inequalities for one-sided strong fractional maximal operators, one-sided and Riesz potentials with product kernels are established on the cone of non-increasing functions. From the two– weight results it follows criteria for the trace inequality Lp (Rn ) → Lq (v, Rn ) bound- + + dec edness for these operators, where v, in general, is not product of one-dimensional weights. Various type of two-weight necessary and sufficient conditions for the dis- crete Riemann–Liouville transform with product kernels are also established. The most of the derived two-weight results (continuous and discrete) are new even for potentials with single kernelsJournals by Discipline
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