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Zilea Mir Chilas, Darel & Tangir Tarikhi Our Tehzibi Mutala.

Thesis Info

Access Option

External Link

Author

Khan (Chilas) , Mr. Ihsanullah

Program

PhD

Institute

University of Karachi

City

Karachi

Province

Sindh

Country

Pakistan

Thesis Completing Year

2013

Thesis Completion Status

Completed

Subject

History & geography

Language

English

Link

http://prr.hec.gov.pk/jspui/bitstream/123456789/13812/1/6665H.PDF

Added

2021-02-17 19:49:13

Modified

2023-02-17 21:08:06

ARI ID

1676725176884

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حیرت ہے مے کدہ ہے کہ جنت خیال ہے

حیرت ہے، مے کدہ ہے کہ جنت خیال ہے
اک خوش نما سراب میں بھٹکا غزال ہے

دیکھے جو تجھ کو، دیکھ کے پھر ہوش میں رہے
باطل ہے اس کا دعویٰ، بڑا کج خیال ہے

قربت نے تیری بخش دیے فاصلے مزید
مجھ کو، مرے نصیب کو، سب کو ملال ہے

آنکھوں سے تم پکارو، ادھر وقت سے بھی تیز
میں دوڑتی نہ آئوں مری کیا مجال ہے

یاد اس کی ہے فضاؔ مری سانسوں میں دم بہ دم
رک جائے اک گھڑی بھی تو جینا محال ہے

Jihad Against Terrorism: A Response to Robert Spencer’s Views on Jihad

The word Jihād has been awfully misinterpreted in the post 9/11 literature. Quite a few critics of Islam have deliberately used Jihād as synonymous with terrorism. Robert Spencer, a prominent critic of Islamic Jihād, also maintains that Islam teaches violence, intolerance and extremism. The following research article is a critique of Spencer’s views on Islamic concept of jihad. It aims to prove that Islam is a tolerant creed and has nothing to do with violence and terrorism. The Holy Qur’an substantiates this claim and shows that the persecuted Muslim community was allowed to take up arms against the terrorists who not only tormented the innocent people but also expelled them from their native homes.

Subdivision Schemes: the New Paradigm in Computer Aided Geometric Design

Modelling of curve of arbitrary topology is an important area of research because curve constitutes a basic tool for the geometric design in Computer Aided Geo- metric Design and Computer Graphics etc. The main purpose of this dissertation is to introduce new subdivision schemes because the existing one is not computa- tionally fast and the proposed one allow geometric designer to create different and high order of derivative continuous curves in CAGD which is novel. This disser- tation represents various flavours of curve subdivision schemes w.r.t. points, basis functions, continuity and smoothness, which have main concerned in geometric designing. For more attractive feature of these subdivision schemes, several tools have been discussed such as Laurent polynomial method has been used to investi- gate the smoothness of the subdivision schemes, H ̈lder exponent and support size. o Geometrical performances of the proposed subdivision schemes have been followed by explanatory examples.