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Home > قصہ یونسہ : معارف القرآن و تفہیم القرآن کی روشنی میں تقابلی جائزہ

قصہ یونسہ : معارف القرآن و تفہیم القرآن کی روشنی میں تقابلی جائزہ

Thesis Info

Author

شمائل اقبال

Supervisor

فرخندہ اکرام

Department

شعبہ علوم اسلامیہ وتقابل ادیان

Program

MA

Institute

The Women University

Institute Type

Public

City

Multan

Province

Punjab

Country

Pakistan

Degree Starting Year

2015

Degree End Year

2017

Language

Urdu

Keywords

انبیاء، دعوت، تذکرہ
Prophets, Dawah

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676709265647

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مولانا احتشام الحسن کاندھلوی

مولانا احتشام الحسن کاندہلوی
افسوس ہے ہمارے عزیز اور فاضل دوست مولانااحتشام الحسن کاندہلوی بھی گزشتہ نومبر میں شدید علالت کے بعد انتقال کرگئے۔مولانا کاندہلہ کے رئیسوں میں شمار ہوتے تھے لیکن ان کا مشغلہ تبلیغی کتابوں کی تصنیف وتالیف اور مطالعہ کے سوا کچھ نہ تھا۔شب وروز اسی میں بسر ہوتے تھے اور گفتگو کاموضوع بھی بس یہی ایک بات ہوتی تھی۔تبلیغی جماعت کے طریق کارسے ان کو اختلاف تھا۔وہ کہا کرتے تھے کہ تبلیغ تو نام ہی اسلام کوغیر مسلموں تک پہنچانے کا ہے۔ مرض الوفات میں مبتلاہونے سے ایک ماہ قبل علی گڑھ آئے اور ایک ہفتہ کے قریب قیام کیا۔ان دنوں میں ان سے کئی مرتبہ ملاقات ہوئی اورہرملاقات میں وہ اپنے اس محبوب موضوع پرتقریر کرتے رہے ہیں۔میں حسب عادت خاموش سنتا رہا اور بولا کچھ نہیں۔مرض الوفات میں انھوں نے بڑی سخت تکلیف اٹھائی لیکن صبر ورضا کادامن ہاتھ سے نہیں چھوڑا۔ بڑے خلیق اورعابد وزاہد بزرگ تھے۔اﷲ تعالیٰ ابرار وصلحا کامقام عطا فرمائے آمین۔ [جنوری ۱۹۷۲ء]

 

Reduction of MERS-CoV Transmission among Healthcare Workers and Patients in Saudi Arabian Healthcare Settings: A Scoping Review

Background No review consolidating available evidence of the various interventions for preventing MERS-CoV transmission in healthcare settings has been published to inform practice. The MERS-CoV outbreak in Saudi Arabia led to wide-scale hospitalisations and, among other individuals at risk, healthcare workers (HCW) were one of the most affected groups. This study evaluates the effectiveness of various interventions implemented to prevent MERS-CoV transmission to HCW and MERS-negative patients in Saudi Arabian healthcare settings. Methods This review summarises and evaluates the effectiveness of MERS-CoV infection prevention and control (IPC) measures in Saudi Arabian hospital settings. Instead of using ‘best quality/evidence’ studies, the review has included as many relevant studies as possible. Results Various IPC measures were deemed effective. However, since no analysis of their effectiveness had been undertaken, it was not possible to determine the interventions’ level of effectiveness as applied in hospital settings. The studies appeared to rely on the assumption that the extent of MERS-CoV transmission control observed was a direct reflection of the implemented IPC measures. Conclusions Robust studies, using empirical methods, should be conducted to measure the effectiveness of the various IPC measures developed and implemented to control MERS-CoV transmission

Trees and Cohen-Macaulay Monomial Ideals

In this thesis we give a structure theorem for Cohen-Macaulay monomial ideals of codimension 2, and describe all possible relation matrices of such ideals. We also study the set T (I) of all relation trees of a Cohen–Macaulay monomial ideal of codimension 2. We show that T (I) is the set of bases of a matroid. In case that the ideal has a linear resolution, the relation matrices can be identified with the spanning trees of a connected chordal graph with the property that each distinct pair of maximal cliques of the graph has at most one vertex in common. We give the equivalent conditions for a squarefree monomial ideal to be a com- plete intersection. Then we study the set of Cohen–Macaulay monomial ideals with a given radical. Among this set of ideals are the so-called Cohen–Macaulay modifica- tions. Not all Cohen–Macaulay squarefree monomial ideals admit nontrivial Cohen– Macaulay modifications. It is shown that if there exists one such modification, then there exist indeed infinitely many. We also present classes of Cohen–Macaulay squarefree monomial ideals with infinitely many nontrivial Cohen–Macaulay modi- fications.