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Home > التفسیر المنیر، وہبہ الزحیلی: ترجمہ و تخریج، پارہ نمبر 21: تیسرا رُبع

التفسیر المنیر، وہبہ الزحیلی: ترجمہ و تخریج، پارہ نمبر 21: تیسرا رُبع

Thesis Info

Author

محمد عمران حیدر

Supervisor

ضیاء الرحمٰن حافظ

Program

MA

Institute

The Islamia University of Bahawalpur

City

بہاولپور

Degree Starting Year

2011

Language

Urdu

Keywords

تعارف تفاسیر , التفسیر المنیر

Added

2023-02-16 17:15:59

Modified

2023-02-16 22:08:49

ARI ID

1676731316868

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حضرت مولاناقاری نیاز احمد مرحوم

حضرت مولانا قاری نیاز احمد مرحوم

قاری نیاز احمد سرکار
حقیقت دے وچ سن اوہ رب دے یار
سوہنا خلق تے سوہنی صورت ہر اک نوں پئی بھاوے
جیہڑا ملدا ہک واری او ول ول ملنے آوے
کرن دعا رب دیوے شفاء سوہنا سائیں کرم فرماوے
غم اندوہ سب دور ہوجاندے جیہڑا ملدا سی ہک وار

بہاول نگر توں ٹامیوالی مرشد نے بھجوایا
ساوی مسجد ڈیرا لاء کے دین اسلام پھیلایا
قرآن شریف تے فقہ فقر دا نالے درس حدیث پڑھایا
وعظ کلام انہاں دا سن کے توبہ کردے اوگن ہار

ایڈا چرچا شہرت ہوئی ہر کوئی آپ نوں بھالے
دین اسلام دے آپ حضور نے ہر جا دیوے بالے
کفر و شرک مٹایا آپ نے ہر جا تھئے اجالے
دینی جذبہ ویکھ کے لوگ ہو گئے تابعدار

سادے کپڑے سادہ کھانا خوش اخلاق بتہرے
جس تے نظر کرم دی پاندے کردے دور اندھیرے
واہ نصیب انہاں دا جینہاں کیتے درشن تیرے
یاد تہاڈی بڑا ستاندی دل روندا زار و نزار

ظاہر باطن پاک انہاں دا رزق حلال کماندے
آل اولاد تے آن والا نوں رزق حلال کھواندے
ہر اک نوں تاکید سی کردے جو در سرکار تے آندے
نہ اوہ محفل نہ اوہ رونق کتھے ٹر گئے ہو سرکار

قادری سائیںؔ یاد انہاں دی دل وچ ورمی بہہ گئی
ایڈا درد وچھوڑے والا کیویں ایہہ جندڑی سہہ گئی
رب راضی تے ہر کوئی راضی جگ وچ گل انہاں دی رہ گئی
پر وچھڑے یار نہ بھلدے بھاویں گزرن سال ہزار

Sponsoring Academic Integrity: The Role of Human and Informational Sources of Scholarship in Adoption of Plagiarism-Avoiding Techniques among Research Students of Social Sciences

Plagiarism is a serious offense that defies the ethics of scholarship and research. Research students need to pay substantive attention to the dynamics and contours of plagiarism in their creative, ethical, and academic endeavors. Scholarship avenues such as online tutorials and work assignments are important sources of instructions for plagiarism-avoidance among students. The current study explores the frequency of consultation of scholarship avenues and the usage of plagiarism-avoidance techniques among research students in social sciences. The study also recommends a scale to investigate plagiarism-avoidance techniques. Furthermore, it also examines the level of the study in predicting the usage of plagiarism-avoidance. Using the online survey technique, 108 research students from Pakistan were sampled. The questionnaire was uploaded on several student-based research groups of social media, including; Facebook, and Yahoo groups. Bivariate linear regression analysis was used for hypothesis testing. Findings revealed that scholarship avenues lead to greater usage of plagiarism-avoidance techniques among research students (R2 =0.065). Supervisors, class-fellows, colleagues, and faculty of the department are prominent human scholarship avenues. Similarly, articles and books from the web, books from the library, the anti-plagiarism policy of the Higher Education Commission (HEC), and lectures delivered in the classroom were leading informational scholarship avenues. Stage of the study and consultation of the scholarship avenues were predictors of usage of plagiarism-avoidance techniques. It is recommended that (i) plagiarism-avoidance is promoted through prevention rather than detection, and that (ii) scholarship avenues (e.g. Delivering lectures, institutional policy, and interaction with relevant websites) are used for enhancing awareness about intellectual dishonesty.

Matrix Valued Truncated Toeplitz Operators

This thesis contains results about the matrix valued truncated Toeplitz operators (MTTO''s) de ned on the model space K= H2 H2(E), with axed pure inner function and E an arbitrary Hilbert space. The class of MTTO''s is denoted by T (K ). In the main work of this thesis we shall concern with the extension of some of the results obtained in the scalar case by D. Sarason in [27]. After gathering together the mathematical preliminaries of this work in Chapter 1, in Chapter 2 we shall present the most important properties of the model spaces Kand some very important operators Sand S in T (K ). The main object of this thesis is the study of the matrix generalization of the truncated Toeplitz operators introduced in [27]; a more recent presentation is [17]. This will be the content of Chapter 3, 4, 5. Finally, in Chapter 6 the preceding theory is applied to initiate the study ofnite rank operators in T (K ).