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اہلیہ ، مفتی عتیق الرحمن عثمانی

اہلیہ، مفتی عتیق الرحمن عثمانی
ایک افسوس ناک خبر
نہایت افسوس کے ساتھ اطلاع دی جاتی ہے کہ ۲۷/ مارچ ۱۹۸۵ء کی صبح سات بجے حضرت مفتی عتیق الرحمن عثمانی کی اہلیہ کا انتقال ہوگیا۔ تدفین قبرستان مہندیان میں ہزارہا افراد کے درمیان عمل میں آئی۔
حضرت مفتی صاحب کی اہلیہ کی رحلت سے خاندان عثمانی کو زبردست جھٹکا لگا ہے۔ براہِ کرم زیادہ سے زیادہ ایصال ثواب کریں۔ مرحومہ اہلیہ مفتی صاحب بڑی خوبیوں اور بے پناہ صلاحیتوں کی مالک تھیں۔ ادارہ ندوۃ المصنفین کے بہت سے علمی، دینی اور مذہبی و تجارتی معاملات میں حصہ لیتیں اور اپنے مشوروں سے ادارے کو کمک پہنچاتی تھیں جس سے استفادہ حاصل ہوتا اور حضرت مفتی صاحب ان کے اس عمل سے بے حد متاثر ہوتے۔ اگر آپ حضرت مفتی عتیق الرحمن کی اہلیہ کے ابتدائی حالاتِ زندگی پر روشنی ڈالتے ہیں تو وہ جن حالات سے دوچار ہوتی رہیں کس طرح انھوں نے اس کو حسن و خوبی سے نبھایاوہ ہر لحاظ سے بے مثال ہے۔
حضرت مفتی عتیق الرحمن صاحب کے دل میں ان کی خوبیوں کی قدرو منزلت دن دوگنی رات چوگنی برابر مزید بڑھتی چلی گئی اور اہلیہ کی اتنی طویل علالت سے ان کا دل بے حد متاثر ہوتا تھا۔ میری والدہ ماجدہ کی جدائی میرے لیے بہت بڑا سانحہ ہے۔ [عمید الرحمن عثمانی، اپریل ۱۹۸۵ء]
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مفتی عتیق الرحمن عثمانی کی اہلیہ کاانتقال
افسوس ہے کہ ۲۷؍ مارچ کوحضرت مفتی عتیق الرحمن عثمانی ؒ کی اہلیہ محترمہ راقم الحروف کی خالہ اماں__ہم سب کو داغِ مفارقت دے گئیں اس طرح ایک ہی خاندان کے تین افراد دس ماہ کے اندر اندر اس دُنیا سے رخصت ہوکررفیق اعلیٰ سے جاملے۔ سب سے پہلے گذشتہ سا ل۱۰؍ مئی کواحقر کی والدۂ محترمہ کے سایہ عاطفت سے ہم محروم ہوئے اس کے...

Why I left and why I want to leave: A Phenomenological Perspective of Asian Employees Turnover

The current research was conducted to explore the possible causes of actual employee turnover and turnover intentions. Using Post positivism research philosophy, phenomenological qualitative research method was used to explore the phenomena. Semi-structured interviews of 21 bank employees (selected using purposive sampling) were conducted which were analyzed using NVivo 12. The research findings suggest many uniques themes in order to overcome the problem of employee turnover, especially for banks. The themes which were developed consisted of five significant themes such as the bank appraisals and reward system was identified as biased and based more on favoritism, employee feel that their actual performance is not evaluated properly and sincerely. The other factor concluded by the research findings is that the employees are dissatisfied with the salary and benefits, as they felt that there should a consistent effort to identify employee personal needs which should be customized accordingly in their compensation plans as well. The very essential factor recognized in the research finding was the upward and downward communication gaps with the employees. Such perceptions generated related issues as the employees felt that branches are much deprived to have a direct communication channel with the top team heads. The other very essential factor discovered after the investigation of the phenomena of turnover is lack of career growth. Lastly, another important cause of employee turnover was the transfers, which took place without the consent of the employee. Employees felt demotivated due to such transfers and changes in their work locations. Recommendations and future research directions have been at the end of the research

Localized Approximation of Time Dependent Partial Differential Equations Using Radial Kernels

Time dependent partial differential equations (PDEs) model systems that experience change as a function of time. Time dependent PDEs have numerous applications such as diffusion, heat transfer, thermodynamics, population dynamics and wave phenomena. They are naturally parabolic or hyperbolic. Meshless methods have large advantages in accuracy over other methods, such as finite difference method (FDM), finite volume method (FVM), finite element method (FEM). The main features of the meshless methods are its simplicity, efficiency and invariance under euclidian transformation and can handle problems defined on complex shape domains. Meshless methods have some serious drawbacks as well. When the nodes are increased the method solve comparatively large system, and the ill-conditioning of the system matrix causes instability. Due to which it becomes difficult to achieve spectral convergence. This thesis is concerned with two issues that is to solve the ill- conditioning problem of the interpolation matrix by radial kernels in local setting and to replace the time marching scheme with the numerical inversion of Laplace transforms which eliminates temporal truncation errors and the need for many time integration steps. The method is applied to solve fractional and integer order time dependent PDEs. The method comprises of three steps. First the Laplace transform is applied to the partial differential equation and boundary conditions in a given differential system. Second, the kernel based method is employed to solve the transformed differential system. Third, the solution is represented as a contour integral evaluated to high accuracy by trapezoidal rule.
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