مولانا ظفر علی خاں
افسوس ہے مولانا ظفر علی خاں بھی چل بسے۔مرحوم علی گڑھ یونیورسٹی کے قدیم طلبا میں اور اس ادارہ کی علمی،ادبی اور تہذیبی روایات کے بڑے حامل تھے۔ اردو صحافت میں انھوں نے بڑانام پیداکیا۔وہ بیک وقت بلند پایہ صحافی، صاحبِ طرز ادیب،نہایت قادر الکلام شاعر،نامور ادیب اورساتھ ہی صف اوّل کے لیڈر اورمجاہد تھے۔ایک زمانہ تھا کہ’ زمیندار‘ اخبار اورمرحوم کے اشعار کاگھر گھر چرچاتھا۔اُن کے فیض تعلیم وتربیت سے سینکڑوں ادیب، جرنلسٹ اور شاعر ہوگئے۔ شاعری میں انھوں نے شروع شروع میں اپنے استاد مولانا شبلی کاتتبع کیا لیکن اس مخصوص طرز کوانھوں نے اس درجہ ترقی دی کہ وہ اردو شاعری کی ایک مستقل صنف بن گیا۔الفاظ اُن کی مشت ِفکر میں موم تھے، جس طرح چاہا اُن سے کام لے لیا۔سخت سے سخت قوافی پرغیر معمولی قدرت تھی۔ذہن بے حد رسا اور طبیعت بلا کی موزوں تھی۔اگر وہ چاہتے توگھنٹوں شعروں میں گفتگو کرسکتے تھے۔بے شمار اخباری مضامین ومقالات اورنظموں اورغزلوں کے علاوہ چند ادبی کتابیں جن میں سے بعض اوریجنل ہیں اور بعض تراجم اور’الفاروق‘ کی جلداوّل کا انگریزی ترجمہ اُن کی ادبی یادگاریں ہیں۔تہذیب وشرافت اوراخلاق واطوار کے لحاظ سے ایک راسخ العقیدہ مسلمان تھے۔اُن کی زندگی بڑے بڑے طوفانوں سے گزری تھی جن میں وہ چٹان کی طرح اپنے مقام پرکھڑے رہے۔اﷲ تعالیٰ اُن کومغفرت وبخشش کی نعمتوں سے نوازے۔ [دسمبر۱۹۵۶ء]
The present study investigates the socio-economic problems of the labors in Brick Kilns which are situated in the vicinities of district Hyderabad (Rural). Eighty three respondents from twenty five brick kilns were selected for interview. It is found that majority of the respondents was illiterate and never visited educational, technical and religious institutions. The economic categorization of the labors revealed that majority was categorized as ‘poorest of poor’ (living below poverty line), having semi-pacca houses, earning less than 10,000 rupees per month to manage their entire family. Due to very low income they spent least amount on education and health while more on food and utilities. The general problems reported by the labors are: poor quality of drinking water, no shelter at work place, child labor, low and late payment of wages, long working hours etc. Besides these, both male and female labors informed about misbehave and use of abusive language by the owner/manager, even few of them also complained about physical abuse. Stomach problem was found as common disease in men followed by Anemia whereas in women Anemia was ranked first followed by Backache.
The idea of fuzzy sets has opened new door of research in the world of contemporary Mathematics. The concept of fuzzy sets provided a new approach to model imprecision and uncertainty present in phenomena without sharp boundaries. The fuzzi cation of algebraic structures, play a dynamic role in Mathematics with diverse applications in many other branches such as computer arithmetic''s, control engineering, error correcting codes and formal languages and many more. Moreover, during the course of the last decade, non-associative algebraic structures have gained popularity among the researchers. In this background, many researchers initiated the notion of AG-groupoids, its newly introduced subclasses and its fuzzi cation. The present research is among the very few where non-associative algebraic structures are investigated and fuzzi ed. In this thesis various constructions of AG-groups over theeld Zn are introduced, some related results and example of AG-groups are provided. Further, the structural properties of fuzzy AG-subgroup are introduced and various notions of fuzzy AG-subgroups are investigated, e.g. conjugate of a fuzzy AG-subgroup, fuzzy normal AG-subgroups, relations between fuzzy normal AG-subgroup and commutators in AG-groups and equal-height elements in fuzzy AG-subgroups. Moreover, the notion of fuzzy AG-subgroups is further extended and a fuzzy coset in AG-subgroups is introduced. It is worth mentioning that if A is any fuzzy AGsubgroup of G, thenA(xy) =A(yx) for all x; y 2 G, i.e. each fuzzy left coset is fuzzy right coset and vice versa. Also, fuzzy coset in AG-subgroup could be empty contrary to coset in group theory. However, order of the nonempty fuzzy coset is the same as the index number [G : A] where H is an AG-subgroup of an AG-group G. The notion of fuzzy quotient AG-subgroup, fuzzy AG-subgroup of the quotient (factor) AG-subgroup, fuzzy homomorphism of AG-group and fuzzy Lagrange''s Theorem ofnite AG-group is introduced. Finally, cubic AG-subgroups and its properties are explored.