Search or add a thesis

Advanced Search (Beta)
Home > تفسیر حقانی اور تفسیر ماجدی کا تقابلی مطالعہ: مسیحی عقائد کے حوالے سے

تفسیر حقانی اور تفسیر ماجدی کا تقابلی مطالعہ: مسیحی عقائد کے حوالے سے

Thesis Info

Author

شمیم چیمہ

Program

Mphil

Institute

Allama Iqbal Open University

City

اسلام آباد

Language

Urdu

Keywords

تعارف تفاسیر , حقانی , تعارف تفاسیر , ماجدی , عیسائیت

Added

2023-02-16 17:15:59

Modified

2023-02-19 12:33:56

ARI ID

1676729932316

Asian Research Index Whatsapp Chanel
Asian Research Index Whatsapp Chanel

Join our Whatsapp Channel to get regular updates.

Similar


Loading...
Loading...

Similar Books

Loading...

Similar Chapters

Loading...

Similar News

Loading...

Similar Articles

Loading...

Similar Article Headings

Loading...

فخر کا مقام

فخر کا مقام

فخر کا مقام اس وقت تھا جب بھٹو شہید کی قیادت میں سب عرب رہنما پاکستان تشریف لائے تھے اور سب بادشاہ بھٹو کے ساتھ فرش پر تشریف فرما تھے ۔

 

قرآن كا تصور ارض

The Almighty Allah has exhibited His quality and power of Creation through bringing into existence of this Universe and several creatures in it. Amongst these creatures, are the earth and the skies. According to Islamic doctrine, Allah the Almighty created seven skies. Similarly, he created seven earths, "This is the only Allah who has created seven skies and the same numbers ofearths where His order is obeyed. So that you may know that Allah is the omni-potent and He has circumpassed all the things by His power ofknowledge. In the present article, efforts have been made to know the literal meaning ofthe term "Ardh", which standfor the earth in Arabic. Basic kinds and subsequently the different terms used by the holy Quran for Ardh have been discussed with special refrence to Tabqatul Ardh (layers of earth) . The paper aims to illuminate that the Quran has numerous secrets of universe which need to be discovered in the best interest of the humanity

Topics in Generalized Topology and Fuzzy Generalized Continuities

Topics in Generalized Topology and Fuzzy Generalized Continuities This work is comprised of the generalized topology, algebraic generalized topology and fuzzy generalized topology. We have defined and studied the notions of semi- -local function, global function, global closure operator, global interior and -normal spaces in Ideal generalized topological spaces. Properties of these functions are investigated. Examples and counter examples are given where deemed necessary. We continued the investigations of some important results in generalized topological groups and proved basic properties of -connectedness. Along with other results, it is proved that in a -topological group, the maximal -connected components containing the identity of the group is -closed invariant subgroup. -quotients of -topological groups are also discussed. -topological vector spaces (generalization of TVS) are one of the interesting structures which is defined and investigated over here. This space is a blend of -topological structure with the algebraic concept of a vector space in such a way that vector addition and scalar multiplication are -continuous functions. A counter example is given to show that a -topological vector space is not a topological vector space. We have studied the concept of a fuzzy generalized topology which is a generalization of Chang’s fuzzy topology, and investigated some properties of its structure. We have also introduced the concept of fuzzy generalized open function and fuzzy generalized closed function in terms of fuzzy generalized interior and fuzzy generalized closure operators