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مولوی عبدالغنی انصاری

عبدالغنی صاحب انصاری
دارالمصنفین کے لیے دوسرا حادثہ مولوی عبدالغنی صاحب انصاری ریٹائرڈ کمشنر انکم ٹیکس کی وفات کا ہے، مرحوم علامہ شبلی کے عزیز دارالمصنفین کے پرانے ہمدرد ہواخواہ اور اس کی مجلس انتظامیہ کے رکن تھے، ان کی ذات میں جدید و قدیم دونوں کی خوبیاں جمع تھیں، جدید تعلیم کے ساتھ پرانی وضعداری اور تہذیب و شرافت کا نمونہ تھے۔ اپنے دور کے قابل ترین افسروں میں ان کا شمار تھا، اپنی قابلیت حسن اخلاق اور سیرت و کردار کی پختگی کی وجہ سے حکومت اور پبلک دونوں میں مقبول و ممدوح تھے، ریٹائر ہونے کے بعد قومی کاموں میں بھی دلچسپی لیتے تھے، ادھر عرصہ سے ان کی صحت خراب تھی، گذشتہ مہینہ کراچی میں انتقال کیا۔ اﷲ تعالیٰ ان کی مغفرت فرمائے۔ (’’م‘‘، ستمبر ۱۹۶۲ء)

 

Comparative Analysis of Classifiers for Prediction of Epileptic Seizures

Epilepsy is a neurological disease in which people suffer from seizure attack and lose the normal function of brain. Almost 50 million people have epilepsy in the world due to which it has become the most common neurological disease. Early prediction of epilepsy helps patients to avoid epilepsy and live normal life. Many studies have been conducted for the early prediction of epilepsy. However, selection of the most appropriate classifier has always been a question that needs to be resolved. In this study, we are using six classifiers of machine learning which are KNN, Naïve Bayes, Linear Classification Model, Discriminant Analysis Model, Support Vector Machine and Decision Tree, to find the best classifier for the prediction of epileptic seizures, in term of accuracy. Dataset from “Kaggle” was used. Preprocessing and cross-validation of the data was carried out for training and testing of classifiers. The results depict that Naive Bayes classifier has a better average accuracy of 95.739% as compared to other classifiers. The future work of this study is to implement the suggested model in real time, so that the workload of medical members could be reduced.

Some New Results on Transport Phenomena of Fluids and Quantum Fermi Liquids

Exact solutions for velocity and shear stress corresponding to the oscillating motion of a second grade fluid along the inside of an edge and the unsteady motion of an incompressible fractional Oldroyd-B fluid induced by a plane wall, applying time dependent shear to the fluid, are determined by using Integral transforms. General solutions are used to obtain limiting solutions and deduce results about other fluids’ motions. For a system of interacting particles, a new form of the Kadanoff-Baym equa- tions is offered on the basis of the retarded and advanced quantum Green’s functions. The comparison of the traditional and the offered forms of the equations allows to analyze the question to what extent Landau-Silin kinetic equations for the neutral Fermi liquid and for the electron liquid of normal metals take into account quickly varying in space and time disturbances
Asian Research Index Whatsapp Chanel
Asian Research Index Whatsapp Chanel

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