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مولانامحمد حفیظ اﷲ

آہ! شمس العلماء مولانا محمد حفیظ اﷲ
سابق مدرس اعلیٰ دارالعلوم ندوہ
حضرت مولانا ابوالحسنات عبدالحئی صاحب فرنگی محلی کی آخری یادگار مٹ گئی یعنی ان کے آخری شاگرد یعنی مولانا محمد حفیظ اﷲ صاحب، جو ان کی مجلس درس کی اکیلی یادگار رہ گئے تھے، ۱۳۶۲؁ھ کے خاتمۂ ماہ میں وفات پاگئے۔
مرحوم ۱۸۵۶؁ء کے آخر میں ضلع اعظم گڑھ کے چھوٹے سے گاؤں بندی میں پیدا ہوئے تھے، غدر ۱۸۵۷؁ء میں وہ ۶ ماہ کے تھے اور اسی قدر وہ مولانا شبلی نعمانی سے بڑے تھے، ابتدائی کتابیں گھر پر پڑھ کر وہ اپنے عزیز مولانا سلامت اﷲ صاحب جیراجپوری (والد حافظ اسلم صاحب جیراجپوری) کے ہمراہ بنارس تعلیم کے لئے گئے، وہاں سے واپس آکر مدرسہ چشمۂ رحمت غازی پور میں پڑھنے کے لئے گئے، وہاں فارسی کی اونچی کتابیں پڑھیں، اس زمانہ میں غازی پور میں حضرت مولانا عبدالحلیم صاحب فرنگی محلی کے شاگرد رشید مولانا غلام جیلانی صاحب تھے، ان سے باصرار عربی کتابیں شروع کیں اور چند سال میں ان سے متوسطات تک پڑھ کر انہی کے مشورہ سے فرنگی محلی لکھنؤ میں مولانا ابولحسنات عبدالحئی صاحب فرنگی محلی کی مجلس درس میں حاضر ہوئے، یہ وہ زمانہ تھا، جب داروغہ حیدربخش کی مسجد جو چوک میں عربی اور طب پڑھے والوں کا گویا دارالاقامۃ تھا، نئی بن کر تیار ہوئی تھی، چنانچہ حضرت مولانا عبدالحئی صاحب کی سفارش سے ان کو اس کے حجرہ میں رہنے کی جگہ ملی، اور یہاں کئی سال رہ کر معقولات اور دینیات کی تعلیم حاصل کی، فراغت کے بعد جو غالباً ۱۸۸۰؁ء میں ہوئی ہوگی وہ کاکوری ضلع لکھنؤ کے ایک مقامی مدرسہ میں مدرس مقرر ہوئے، یہی سلسلہ ہے جس سے وہ جناب منشی احتشام علی مرحوم رئیس کاکوری سے ملے، کہ پھر ان کے دل الگ نہ ہوئے اگلے زمانہ میں دوستوں...

Defending Prophet’s Integrity in the Light of Shariah & Contemporary Work

Defending Prophet’s honor is religious and social duty of every Muslim, The Holy Prophet (r) being more valuable than our own lives and souls. The theme of love rests in its high correlation with obedience. That the one whom someone loves, his obedience and submission to him becomes easier, even to the extent of contentment and pleasure. Love of Allah and Holy Prophet (r) has been stressed upon in the article so that obedience of Allah and his Prophet and submission to them is expressed as easy and doable, and an instigation to avoid disobedience is generated. Success of a man lies in obedience of Allah and that of Holy Prophet (r). In this article, the facet of “Love” with Holy Prophet (r) has been comprehensively narrated. The prophet was deputed to be obeyed and followed to the dooms day unchecked of followers’ class, color or ethnicity. Such unconditioned following required his person to be of an extensively inclusive character, which it did, and that every single instant of his esteemed life is preserved. The most divinely of the services is moral building of nations on practical patterns. One way is of preaching, while even cultured is to assemble written material to be followed for long or elsewise forcefully bind people to follow ethical doctrines and avoid vice.

Intersectional Soft Set Theory Applied to Ordered Semihypergroups

Throughout this thesis, which contains seven chapters, Z will denote an ordered semihypergroup, unless otherwise stated.Chapter one, which is of introductory nature provides basic definitions and reviews some of the background materials which are needed for the subsequent chapters.In chapter two, definition of int-soft subsemihypergroup and int-soft left (resp., right) hyperideals are introduced. Characterizations of different classes (regular, intra-regular, right weakly regular and weakly-regular) ordered semihypergroups in terms of int-soft hyperideals are given. In this respect, discuss the study of semisimple ordered semihypergroups and characterize it in terms of int-soft hyperideals. The notions of convex soft set and critical soft point are also given. Moreover introduce the notions of (?,?)-int-soft hyperideals and their basic properties are discussed in this chapter.In chapter three, give the concept of int-soft interior hyperideals and characterize simple ordered semihypergroups in terms of int-soft interior hyperideals and int-soft hyperideals. Moreover characterize semisimple ordered semihypergroups in terms of int-soft interior hyperideals. Furthermore, introduce the notion of (?,?)-int-soft interior hyperideals of ordered semihypergroups. Finally, introduce the notion of (?,?)-int-soft simple ordered semihypergroups and characterize it in terms of (?,?)-int-soft hyperideals and (?,?)-int-soft interior hyperideals.In chapter four, the notion of int-soft bi-hyperideals is introduced. Moreover give the characterization of (regular, right weakly regular, intra-regular and right weakly regular, intraregular and left weakly regular) ordered semihypergroups in terms of int-soft bi-hyperideals. Furthermore definitions of prime, strongly prime, semiprime, irreducible and strongly irreducible int-soft bi-hyperideals are given. Finally, characterize ordered semihypergroups by the properties of these notions.In chapter five, definition of int-soft generalized bi-hyperideals is given and the related properties are discussed. Furthermore, characterize some classes in terms of int-soft generalized bi-hyperideals.In chapter six, definition of int-soft quasi-hyperideals is given and discuss some basic properties of int-soft quasi-hyperideals. Characterize (weakly regular, intra-regular and left weakly regular) ix ordered semihypergroups in terms of int-soft quasi-hyperideals. Moreover characterize regular, left (resp., right) simple ordered semihypergroups in terms of int-soft quasi-hyperideals.In chapter seven, the notion of int-soft left (resp., right) hyperfilters is introduced. Numerous related properties are investigated. Moreover, define completely prime int-soft hyperideals of ordered semihpergroups. Finally, characterize int-soft hyperfilters in terms of completely prime int-soft hyperideals.
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