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A gateway to the technological boom

Thesis Info

Author

Hussain, Raja Irshad

Department

Department of Technology Management

Program

MBA

Institute

International Islamic University

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2004

Thesis Completion Status

Completed

Subject

Technology Management

Language

English

Other

MA/MSc 621.38456 HUG

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676722712751

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پروفیسرمارگو لیوتھ

پروفیسر مارگولیوتھ
انگلستان کے مشہور مستشرق پروفیسر مارگولیوتھ نے ۸۲ برس کی عمر میں وفات پائی، یہ نسلاً یہودی تھے، پھر عیسائی ہوگئے تھے، اس سے ظاہر ہے کہ ان کو اسلام اور پیغمبر اسلام علیہ السلام سے اکہری نہیں بلکہ دوہری عداوت تھی، ان کی عمر بھر کا سرمایہ اسلام پر مہذب غارت گری ہے، اور یہی سبب ہے کہ خود یورپ کے سنجیدہ طبقہ میں بھی وہ احترام کی نظر سے نہیں دیکھے گئے، ان کی سب سے بڑی کتاب آنحضرتﷺ کی سیرت ہے جس کو دیکھ کر مولانا شبلی مرحوم بے چین ہوگئے تھے، اور اپنی سیرت نبویؐ کی اسکیم کی بنیاد ڈالی تھی، جس نے بحمداﷲ کہ ملک میں سیرت پاک کی تالیف و نشرو اشاعت کا ذوق عام کردیا۔
عدو شود سببِ خیر گر خدا خواہد
پروفیسر صاحب جب ۱۹۱۶؁ء میں ہندوستان آئے تھے تو ان سے لکھنؤ میں ملاقات ہوئی تھی، پھر ۱۹۲۰؁ء کے سفر لندن میں ان سے ملنے اور خط و کتابت کرنے کا اتفاق ہوا۔ (سید سلیمان ندوی، مارچ ۱۹۴۰ء)

 

Association of COVID-19 with obesity Association of COVID-19 with obesity

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Exp-Function Methods for Nonlinear Partial Differential Equations

Solitons demonstrate an explanatory role in a multitude of physical phenomena in the scientific domain of the world. Owing to the non-availability of exact solutions in many non-linear physical problems, various analytical and non-analytical schemes have evolved. This study is concerned with the establishment of analytical solutions for nonlinear partial differential equations. With the evolution of time, the flourishing part of the fundamental phenomenon of soliton has gained considerable utility and the attention of researcher and scientists. Solitons are a special kind of nonlinear waves that are able to maintain their shape along with the promulgation. Few related problems have been discussed and resolved using Exp-Function Methods. The specific narrative aims to contribute an instinctive grasp for Exp-Function Method, Modified Exp-Function Exp method, Exp ))-Expansion Method and Novel Rational ))-Expansion Method. Moreover, these methods introduce several types of the solutions like hyperbolic, trigonometric and rational solutions. Likewise, we shall protract novel expansion method for the problems occurring in mathematical physics of varied differential equations. The proposed methods are capable of determining nonlinear differential equations, their systems and several differential equations of fractional order. The Multiple Exp-function Method has been employed as N-soliton solution to different problems, which further elaborates the efficacy and accuracy of the proposed algorithm.