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عبداﷲ کنون

اُستاد عبداﷲ کنون
معاصر مراکشی عالم ، مورخ اور ادیب
( شیخ نذیر حسین )
عصر حاضر کے ممتاز مراکشی مصلح، عالم، ادیب اور مورخ استاد عبداﷲ کنون نے ۹؍ جولائی ۱۹۸۹؁ء کو بیاسی برس کی عمر میں انتقال کیا۔ ان کی ساری زندگی تعلیم و تدریس، تصنیف و تالیف اور دعوت و تجدید میں گزری۔ وہ ۱۳۲۶؁ھ؍ ۱۹۰۸؁ء میں فاس میں پیدا ہوئے، انھوں نے دینی اور روحانی ماحول میں پرورش پائی۔جب مراکش پر فرانسیسی سیادت قائم ہوگئی تو ان کے والد عبدالصمد طنجہ (Tangier) کے بین الاقوامی شہر میں چلے آئے۔ اس کے بعد وہ ہجرت کرکے مدینہ منورہ جانا چاہتے تھے، لیکن پہلی جنگ عظیم کے باعث وہ اپنے خاندان سمیت طنجہ ہی میں ہمیشہ کے لیے مقیم ہوگئے۔
استاد عبداﷲ کنون نے ابتدائی تعلیم اپنے والد ماجد اور اعلیٰ تعلیم مراکش کے مشاہیر علماء سے پائی۔ بیس برس کی عمر میں وہ تعلیم و تدریس کے علاوہ اخباروں اور رسالوں میں مضامین لکھنے لگے۔ اس وقت سرکاری مدارس میں فرانسیسی زبان کا چلن تھا اور عربی زبان خارج ازنصاب تعلیم تھی، اس لیے استاد عبداﷲ کنون نے مسلمان بچوں اور بچیوں کی تعلیم کے لیے طنجہ اور تطوان میں آزاد مدارس کھولے، جہاں ذریعہ تعلیم عربی زبان تھی۔
۱۹۵۳؁ء میں فرانسیسیوں نے سلطان محمد خامس کو معزول کرکے ایک غیر مقبول شخصیت کو مراکش کے تخت پر بٹھادیا تو سارا ملک سراپا احتجاج بن گیا۔ سلطان کی بحالی کی تحریک میں استاد عبداﷲ کنون نے قائدانہ کردار ادا کیا۔ جب سلطان محمد خامس مراکش کے تاج و تخت پر دوبارہ متمکن ہوئے تو انھوں نے عبداﷲ کنون کو طنجہ کا حاکم اعلیٰ مقرر کیا۔ اس کے بعد جب طنجہ کے بین الاقوامی علاقے کا مراکش میں انضمام ہوا تو وہ سیاسی اور مالی معاملات طے کرنے کے لیے دول یورپ اور حکومت...

The Issue of Human Cloning: A Review in Semitic Religions’ Context

Human cloning has emerged as a new and innovative technology in the reproductive and therapeutic science in the recent past. So far it has not been practiced over human beings but owing to its huge potential and possible scope, it has attracted the attention of not only the masses (particularly the infertile couples and LGBTQs etc) but the other stakeholders including the religious scholars from worlds’ prominent religions have given their views on this technology in order to guide their followers. This paper examines and reviews the religious points of view on human cloning. For this purpose, three Semitic religions in the world i-e Judaism, Christianity, and Islām have been examined. As far as Islam is concerned, this portion has been divided into two broad sections elaborating the Shī‘ah and Sunnī schools’ opinions. Being an innovative topic, the religious teachings do not address it directly hence the injunctions related to the reproduction are most relevant to it. Three Semitic religions have been examined from the perspective of admissibility or non-admissibility of human cloning, the rationale behind the verdict on human cloning and the possible solutions to the issues and problems faced by the followers in the case of acceptance or rejection of this biomedical technology. Most of the religions emphasize over adaptability of the natural mode of reproduction only, where male and female genders contribute to the reproductive cycle. The Semitic religions reject the reproductive cloning generally. The religious experts need to conduct more focused and updated research before coming to any conclusion about the permissibility or non-permissibility of this technique.

On Generalization of Inequalities for Monotone Functions

The thesis comprises of generalized inequalities for monotone functions from which we deduce important inequalities such as reversed Hardy type inequalities, general- ized Hermite-Hadamard’s inequalities etc by putting suitable functions. The present thesis is divided into three chapters. The first chapter includes generalized inequalities given for C-monotone functions and multidimensional monotone functions. As a result of these inequalities, we de- duce reversed Hardy inequalities for C-monotone functions and multidimensional re- versed Hardy type inequalities with the optimal constant. Furthermore, we construct functionals from the differences of above inequalities and gives their n-exponential convexity and exponential convexity. By using log-convexity of these functionals we give refinements of these inequalities. Also we give mean-value theorems for these functionals and deduce Cauchy means for them. The second chapter consists of inequalities valid for monotone functions of the form f /h and f /h. These are also very interesting as by putting suitable functions we get one side of Hermite-Hadamard’s inequality and generalized Hermite-Hadamard’s inequality. Similarly as in the first chapter, we make functionals of these inequalities and gives results regarding n-exponential convexity and exponential convexity. Also we give mean value theorems of Lagrange and Cauchy type as well as we obtain non- symmetric Stolarsky means with and without parameter. In the third and the last chapter we consider Petrovi ́ type functionals obtained from c Petrovi ́ type inequalities and investigate their properties like superadditivity, sub- c additivity, monotonicity and n-exponential convexity. Also at the end of each chapter we discuss examples in which we construct further exponential convex functions and their relative properties.
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