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سیرتِ ماہِ نبوت سے ضیا پائوں گا
ﷺ
سیرتِ ماہِ نبوّتؐ سے ضیا پاؤں گا
ظلمتِ شب میں بھلا کیسے بھٹک جائوں گا
ناز و اندازِ سلاطینِ جہاں سے کہہ دو
ہوں گدا سیّدِ کونینؐ کا ؛ اِترائوں گا
دامنِ شافعِؐ محشر کی خنک چھاؤں میں
تابِ خورشیدِ قیامت سے نہ گھبرائوں گا
وادیِ دل کو چمن زار بنانے کے لئے
ہر رگِ جاں میں کنول نعت کے مہکائوں گا
جذبۂ شوق مرا کھینچے گا عرفانؔ مجھے
’’میں مدینے کے بہت پاس چلا جائوں گا ‘‘
فیملی بزنس میں زکوۃ کے مسائل اور ان کا حل
There is a high human value to benefit the people, especially by a business person or an organization that contributes to society with his income. This is called "Corporate Social Responsibility" in the business term. On the other hand, considering the teachings of religion Islam, it is clear that Islam is the name of well-wishing for others. Allah Almighty motivates his believers to spend a part of their wealth for the welfare of society , and Zakat is the most prominent one these orders. This research article mentions the zakat issues related to family business. It consists of nine Zakat issues that a family business faces them. During my ongoing research on family businesses, I looked at the problems faced by family businesses and then presented their solutions. During giving solutions to these problems, strong arguments are added to prove That Islam has provided the strongest and best foundation for CSR in the shape of Zakat.Limiting Reiteration for Real Interpolation and Optimal Sobolev Embeddings
Firstly, sharp reiteration theorems for the K−interpolation method in limiting cases are proved using two-sided estimates of the K−functional. As an application, sharp mapping properties of the Riesz potential are derived in a limiting case. Secondly, we prove optimal embeddings of the homogeneous Sobolev spaces built-up over function spaces in R n with K−monotone and rearrangement invariant norm into another rearrangement invariant function spaces. The investigation is based on pointwise and integral estimates of the rearrangement or the oscillation of the rearrangement of f in terms of the rearrangement of the derivatives of f .Journals by Discipline
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