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Left Ventricular Ejection Fraction Measurement Using Mri

Thesis Info

Author

Ayesha Nasir

Supervisor

Hammad Omer

Department

Department of Electrical Engineering

Program

RCE

Institute

COMSATS University Islamabad

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2016

Thesis Completion Status

Completed

Subject

Electrical Engineering

Language

English

Added

2021-02-17 19:49:13

Modified

2023-01-24 17:05:46

ARI ID

1676720299589

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فتح دین گلکارؔ

فتح دین گلکارؔ (۱۹۳۰ء۔۱۸۶۵ء) کا اصل نام فتح دین اور گلکار تخلص ہے۔ آپ پسرورمیں پیدا ہوئے۔ پسرور میں علمی و ادبی محفلوں میں شامل ہوتے رہے۔ عربی اردو اور فارسی پر عبور رکھتے تھے۔ اپنے دور کے پرگو شاعر تھے ان کا بہت سا کلام غیر مطبوعہ ہے جو مختلف شخصیات کے پاس بکھرا پڑا ہے۔ (۵۹)

ان کا بکھر ہوا کلام طبع کرنے کی ضرورت ہے۔ راقم الحروف ان کا غیر مطبوعہ کلام بازیافت نہیں کر سکاہے ۔ گلکار کا ۲۵۶ صفحات پر مشتمل ایک شعری مجموعہ ہے جو نایاب ہے۔ یہ مجموعہ غزلیات اور قصائد پر مشتمل ہے۔ میجر ہارٹ کی مدح میں ایک قصیدہ ہے جو ۱۸۸۹ء کا لکھا ہوا ہے۔ قصیدے کا مطلع اور مقطع ملاحظہ ہو:

جو کہ ماری مدح کا دم کیا تجھے امکان ہے                         نارسا بے عقل کب تجھ سا کوئی نادان ہے    

ٹائم آمد عیسوی گلکارؔ یوں ہاتف کیا                               جیسے غیاثِ درد منداں حاتم دوران کیا          (۶۰)

آپ کے غیر مطبوعہ اور مطبوعہ دیوان مناجات‘ حمدیہ قصائد اور غزلیات پر مشتمل ہیں چند اشعار ملاحظہ ہوں:

بسم اﷲ خاص منبع ہے سرقدیم کا                   مژدہ ہے اس میں الرحمن الرحیم کا              

حامد ہے کون حمد خدائے کریم کا                   عالم ہے کون حضرت علم علیم کا   

گلکارؔ کچھ خطر نہیں روزِ حساب کا                   تقویٰ ہے تجھ کو رحمت رب الرحیم کا            (۶۱)

۵۹۔         ڈاکٹر سلطان محمود حسین ،’’تاریخِ پسرور‘‘، ص:۲۹۶۔۲۹۷

۶۰۔         ایضاً ‘ ص: ۲۹۸

۶۱۔          ایضاً ‘ ص: ۲۹۹

 

ڈاکٹر فاروق احمدخان کی تفسیری خدمات اور آپ کے تفردات کا تجزیاتی مطالعہ An Analytical Study of Dr. Farooq Ahmed's Tafsir Services and His Distinctions

For the guidance of humanity, God revealed the Holy Quran. It is the only book which is recited the most. Those who read and teach this book have been called the best people. From the blessed life of the Holy Prophet (ﷺ) till today, scholars have tried their best to make common sense for the less educated people. And Muhadithin have to bind chapters of "Kitab al-Tafseer and Chapters of Commentary" in their own books. Companions and many commentators interpreted. Some of the interpretations were translated into different languages ​​so that common people can benefit from it. Scholars of the Indian sub-continent also interpreted the Holy Quran for the understanding of common people. A link in the same series is Dr. Muhammad Faruk Khan's "Asan Tarin Tarjuma Wa Tafsir" which is written in simple Urdu language. Dr. Sahib's distinctions on special topics make the reader ponder.  In this article, Dr. Farooq Ahmad Khan's services regarding Tafsir and his distinctions about (Alphabets, prohibited trees, forgetfulness of Adam, etc.) will be examined. Along with the opinions of different commentators will also be present. Keywords:               Qura’n, Dr. Farooq Ahmad, Asan Tarin Tarjuma wa Tafsir, distinctions, Commentators.

On Certain Generalizations of Functions With Bounded Boundary Rotation

The core objective of this research is to introduce new classes of analytic functions by using the concept of bounded boundary rotation and some of its generalization. This research heavily depends on the recent techniques of convolution (Hadamard product) and the differential subordination. The Ruscheweyh derivative and Carlson-Shaffer operator are utilized to define certain new classes of analytic functions. We also investigate these classes for certain linear operators such as Jung-Kim-Srivastava operator, generalized Bernardi integral operator, Frasin integral operator and some others. Some geometrical and analytical properties, which include distortion bounds, radius problems, inclusion relation, rate of growth problem and integral representation, are explored systematically. Relevant connections of the results presented here with those obtained in earlier works are pointed out. This research is updated with the advancement and changing trends in the field of Geometric Function Theory and emerging new open problems are added for investigation.