Search or add a thesis

Advanced Search (Beta)
Home > Liabilities Effects and Ad - As Framework

Liabilities Effects and Ad - As Framework

Thesis Info

Author

Adeel Ahmed Sheikh

Department

School of Economics, QAU

Program

Mphil

Institute

Quaid-i-Azam University

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2016

Thesis Completion Status

Completed

Page

iv, 53

Subject

Economics

Language

English

Other

Call No: Diss / M.Phil / ECO/ 837

Added

2021-02-17 19:49:13

Modified

2023-02-19 12:33:56

ARI ID

1676715113269

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...

جنہاں باغاں نوں چھڈ گئے مالی

جنہاں باغاں نوں چھڈ گئے مالی
شاخاں نیں کُرمائیاں ہویاں
قول نبھاون توں نہیں ہٹ دے
قسماں جنھاں چائیاں ہویاں
بندے رناں پچھے لگ گئے
بھائیاں وچ جدائیاں ہویاں
بھکھ تے دکھ نہیں چھپ دے ہر گز
زردیاں منہ تے چھائیاں ہویاں
جتھے حسن تے جوبن ہووے
اوتھے بے وفائیاں ہویاں
مولی دھانے مہنگے ہو گئے
زور دیاں مہنگائیاں ہویاں
حقے وی نیں گھٹ دے جاندے
ایسیاں کج ادائیاں ہویاں

ڈاکٹر محمود احمد غازی اور علم حدیث

Islam has been a subject of great importance for Muslim and Non-Muslim Scholars. Countless numbers of researchers have written on the Quran, Hadith, Fiqh and Islamic History. Among these scholars Dr. Mahmood Ahmad Ghazi (1950-2010) is renowned for his contribution to Islamic social sciences. He was equally well versed in the classical, as well as, modern scholarly trends in the study of Islam. He worked in various academic, administrative and judicial positions during his life including as professor, Director Da’wah Academy, Director Shariah Academy, Vice President Academics and then President of International Islamic University, Islamabad and was finally elevated in 2010 as a judge at Federal Shariah Court of Pakistan where he served till the end of his life. He was a prolific writer and authored nearly thirty works of high academic value in different Islamic social sciences including Economics, law and Islamic education in Arabic, English and Urdu languages. He attended a large number of conferences across the globe to present his research papers.

Modeling and Analytical of Thin Film Fluid Flows Past Stretching Surfaces

The time reliant two part motion and thermal features of a finite domain particular quantity of matter in a permeable and impermeable space past an expanding space in touch with the impact of viscousness loss are analyzed. The target of the explo ration is to describe the features of finite domain particular quantity of matter and pores features in the existence of unchanged referencing temperature and concentra tion which fully disturb the movement lines, creates altering in the coldness/hotness processes and concentration species. Due to the importance of thermal conductivity and viscosity, the potentialities of particles driven and emission of rays of a MHD two directional finite domain particular quantity with hotness and matter delivery movement with the existence of viscousness loss lying on an expanding space are also analyzed in which the actual attention of the theme is to describe the elegant role of the dispersion changeable features like heating conduction and viscousness. The heating conduction relates in direct relation as a linear correspondence with energy manifesting the feature that describes the capability of a substance to change hot ness and the viscousness manifests to find to change in inverse relation as a linear mapping of energy manifesting that interior forces go to weakness at the peak of energy. Thermophoresis lies to describe the quantity of matter accumulation at the space of an expanding space while heating radiation lies, especially, on keeping peak position of energy. The impacts of Brownian movement and thermophoresis on a magnetohydrodynamic finite domain particular quantity of tiny matter movement accompanying Hall current and heating delivery past an expanding space exhibits that the Hall current yields the various effects associated with the flow of electric cur rent through thin film, studying two dimensions medium in three dimensions space. The zigzag movement generates direct solid-solid transfer of energy from one entity to the next entity, yielding an elevation in thermal conductivity. The exploration of intensified agent finite domain particular quantity with tiny particles dispersion CuO-H2O coated on an expanding body accompanying change of heat presents the interesting feature manifesting that the coating rate is a mapping of finite quantity of matter. In another study the joint convection in gravitational force prevailing non Newtonian tiny particles dispersion finite quantity of matter (Casson and Williamson) movement persisting the two things namely tiny particles and small organisms on a convectively hot space lying at right angle is attempted. The unique occupied tiny particles dispersion equations with extra informations are tackled to investigate the finite quantity of matter. The scenario views an analytical progress to the particular finite quantity of matter bioconvection resisting on physical system nominating for the tiny particles and the background dispersion, like zigzag movement and thermophore sis. The two dispersions keep almost the similar features for the reactions of the total active representative without the impact of one representative on the small organism saturation mapping in which the impact remains in converse. The basic governing ex pressions for the movement, energy, concentration and microorganism concentration utilized in the respective problems have been transformed to the peak different order coupled derivable statements accompanying physical informations by recalling the re quired similarity substitutions. The evaluation of the problems has been achieved via treating HAM (Homotopy Analysis Method). The heating and quantity of matter delivery features are endorsed to significant regime of the finite quantity of matter. In some problems results are checked comparatively with the practical work exist in the published papers manifesting a great precision in particular, in exploring impor tant industrial engineering quantities. The physical potentialities of finite quantity of matter representative and the remaining representatives are tested in curves and explained. The error due to h graphs and error due to h tables in some problems elucidate the authentication of the relevant problems.