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Islamic Banks and Social Development [Ms Program] [+Cd]

Thesis Info

Author

Usman Waheed, Muhammad

Supervisor

Muhammad Ali Qamar Jabran

Department

UMT, Institute of Islamic Banking

Program

MS

Institute

University of Management and Technology

Institute Type

Private

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2015

Thesis Completion Status

Completed

Page

64 . CD

Subject

Islam

Language

English

Other

Report presented in partial requirement for MS degree Advisor: Muhammad Ali Qamar Jabran; EN; Call No: TP 297.19785 USM-I

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676713335022

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کیا یہ وزیر اعظم نہیں تھا

کیا یہ وزیر اعظم نہیں تھا؟

کیا اس نے ملک کو آئین نہیں دیا؟

کیا اس نے پاکستان کو ایٹمی قوت نہیں بنایا؟

کیا ا س نے 90ہزار جنگی قیدی واپس نہیں لائے؟

اگر یہ سچ ہے تو یہ سلوک کیوں؟

 

 

أثر الروابط الاجتماعية في تحقيق الأخوة الإسلامية في عهد النبوة

This research addresses Islam's view of the social ties that man creates by virtue of his living among the people or in which he borns as its member, and aims to answer several questions about the relationship of these social ties with the Islamic brotherhood bond that Islam has brought. Does Islam recognize the social ties? On which basis does Islam recognize them and why? What is their position in front of Islamic brotherhood? How does Islam invest these ties to achieve religious, psychological and social security? Are there any conditions that Islam has developed to recognize and nurture these ties? The answer to these questions comes through the Qur’ānic texts, the prophetic Hadiths and the events of the Prophet's biography, based on open and direct reference, and away from the ambiguous interpretations or weak evidences; in order to clarify this matter clearly, and to check the validity of the results of the study.

Particle Dynamics and Some Thermodynamics Aspects of Black Holes

Dynamics of particles around black holes is one of the interesting topics in general relativity. It helps us in understanding the geometrical structure of the spacetime around black holes. Geodesics of particles may display a rich structure and they can convey very reliable facts to understand the geometry of black holes. Also black holes and thermodynamics have an intimate connection and it is interesting to study thermodynamics at black hole horizons. In this thesis we have studied the e ect of a magneticeld on 3-dimensional dynamics of charged particles in the vicinity of weakly magnetized black holes. We have considered the dynamics of test particles (both neutral and charged) moving in the vicinity of black holes, falling freely from in nity. Timelike geodesics of particles, their escaping behavior from the vicinity of black holes, e ective potentials, and center of mass energies of colliding particles are studied in detail for the following black holes: (i) The Reissner-Nordström black hole surrounded by quintessence (ii) Weakly magnetized Kiselev solution and (iii) weakly magnetised Reissner-Nordstöm black hole. E ect of the geometry of spacetimes on the motion of particles is investigated. To bring the thermodynamics of black holes into the account we have also determined products of black hole thermodynamics parameters at horizons of the Kiselev solution. In therst chapter of the thesis basic concepts of black holes are brie y reviewed. 4 5 In the second chapter we have investigated non-singular coordinates for the Reissner-Nordström black hole surrounded by quintessence. Geodesics of particles are unde ned at horizons of a black hole. This could be avoided by removing the coordinate singularity of the spacetime. By studying the non-singular coordinate system we have obtained timelike geodesics in the new coordinate system. It is emphasized that complete geodesics of the particle can be obtained by removing the coordinate singularity. In the third and fourth chapters we have studied the dynamics of particles in the geometry of a weakly magnetized Schwarzschild black hole surrounded by quintessence and weakly magnetised Reissner-Nordström black hole respectively. Equations of motion are derived using Euler-Lagrange equations. Trajectories of escaping particles are obtained and the e ect of magneticeld on trajectories is analysed. In thefth chapter, we have discussed some aspects of thermodynamics for the Kiselev solution. The study includes products of thermodynamics parameters at horizons of black holes.