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Wind Potential in Jiwani Balochistan Pakistan

Thesis Info

Author

Haroon Sadiq

Supervisor

Syed Zafar Ilyas

Institute

Allama Iqbal Open University

Institute Type

Public

City

Islamabad

Country

Pakistan

Thesis Completing Year

2018

Thesis Completion Status

Completed

Page

vi, 27.

Subject

Physics

Language

English

Other

Call No: 531.6 HAW; Publisher: Aiou

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676710658695

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ڈاکٹر عطا کریم برقؔ

ڈاکٹر عطا کریم برق
ڈاکٹر عطا کریم برق ۴؍ اکتوبر کو وفات پاگئے تھے، لیکن ان پر گنجایش نہ نکلنے کی وجہ سے کچھ لکھا نہیں جاسکا تھا، وہ نہ صرف کلکتہ بلکہ ہندوستان میں فارسی زبان و ادب کے ممتاز عالم و محقق اور کامیاب استاذ تھے، ان کا شمار ملک کے ان دانشوروں میں ہوتا ہے جو اپنی فارسی دانی کے لیے ہندوستان ہی نہیں ایران میں بھی مقبول تھے۔
ڈاکٹر عطا کریم مونگیر (بہار) کے ایک معزز اور تعلیم یافتہ گھرانے کے فرد تھے، ان کی ولادت ۱۹۱۸؁ء میں ہوئی، اردو فارسی اور دینیات کی ابتدائی تعلیم گاؤں میں ہوئی۔ اعلا تعلیم کے لیے کلکتہ آئے اور ۱۹۴۶؁ء میں کلکتہ یونیورسٹی سے فارسی میں ایم،اے کیا، اپنے استاذ و مربی ڈاکٹر محمد اسحاق کی کوشش سے ۱۹۴۹؁ء میں اسکالرشپ پر ایران تشریف لے گئے جہاں سے ایم۔لٹ کی ڈگری لے کر ۱۹۵۳؁ء میں ہندوستان واپس آئے اور جنوری ۱۹۵۴؁ء میں کلکتہ یونیورسٹی کے شعبہ عربی و فارسی سے وابستہ ہوئے اور ترقی کے مراحل طے کرتے ہوئے آسوتوش پروفیسر آف اسلامی کلچر کے عہدے تک پہنچے۔
ڈاکٹر برق نے فارسی ادبیات کی تحقیق کو اپنا موضوع بنایا اور اپنے علمی، ادبی اور تحقیقی کاموں میں ڈاکٹر محمد اسحاق کے علاوہ ڈاکٹر زبیر صدیقی جیسے فاضل سے بھی رہنمائی حاصل کی، ۱۹۶۷؁ء میں انہوں نے ’’نفوذ و آثارِ فارسی درزبان و ادبیات بنگالی‘‘ کے عنوان سے اپنا تحقیقی مقالہ دو جلدوں میں مکمل کیا، جس پر تہران یونیورسٹی نے ان کو ڈی لٹ کی ڈگری تفویض کی۔ ان کی دوسری کتاب ’’درجستجوئے احوال و آثار صفی علی شاہ‘‘ ایران سے ۱۹۷۱؁ء میں شایع ہوئی، اس میں صفی کے حالات اور کارناموں پر سیر حاصل بحث کی ہے، مشہور ایرانی فاضل سعید نفیسی نے اس پر عالمانہ مقدمہ تحریر کیا تھا۔ انہوں نے بہار کے...

Proposing Sociological Research on Children Health Problems in Pakistan

Like many low-income countries, Pakistan is facing children’s health problems. The major health problems affecting children in the country are Pneumonia, Diarrhoea, Measles, Malaria and malnutrition. There is much research has already been conducted on biomedical and epidemiological aspects of these health problems, but little is known about the social and cultural dimensions of children’s health issues. This paper attempts to propose the sociological research on children’s health problems in Pakistan with the emic focus on local context. The proposed future research may mainly be situated in the interpretivist paradigm of qualitative inquiry. Thus, it will contribute in up-scaling the very basic understanding of the meaning formed by people about social determinants of prevailing children health problems and their potential hazardous consequences in Pakistan.

On Jensen’S and Related Inequalities

Inequalities are one of the most important instruments in many branches of mathe- matics such as functional analysis, theory of differential and integral equations, inter- polation theory, harmonic analysis, probability theory, etc. They are also useful in mechanics, physics and other sciences. A systematic study of inequalities was started in the classical book [31] and continued in [54, 55]. In the eighties and nineties of the last century an impetuous increase of interest in inequalities took place. One result of this fact was a great number of published books on inequalities (see e.g. [4, 5, 37, 39, 38]) and on their applications (see e.g. [2, 11]). Nowadays the theory of inequalities is still being intensively developed. This fact is confirmed by a great number of recent published books (see e.g. [6, 56]) and a huge number of articles on inequalities. Thus, the theory of inequalities may be regarded as an independent area of mathematics. This PhD thesis is devoted to special kind of inequalities, namely Jensen’s and some its related inequalities involving Hermite-Hadamard inequality, Hardy and its limit Polya-Knopp inequality. In the first chapter, called Introduction, some basic notions and results from theory of convex functions and theory of inequalities are being introduced along with classical results of convex functions. In the second chapter, The weighted Jensen’s Inequality for convex-concave anti- symmetric functions is proved and some applications are given. In the third chapter we have discussed the generalized form of Hermite-Hadamard inequality for integrable Convex functions. In the fourth chapter Some estimates of Hardy, strengthened Hardy-Knopp and multidimensional Hardy-Polya-Knopp type differences for p < 0 and 0 < p < 1 are calculated. In the fifth chapter we prove a new general one-dimensional inequality for convex functions and Hardy-Littlewood averages. Furthermore, we apply this result to unify and refine the so-called Boas’s inequality and the strengthened inequalities of the Hardy-Knopp-type, deriving their new refinements as special cases of the obtained general relation. In particular, we get new refinements of strengthened versions of the well-known Hardy and P ́olya-Knopp’s inequalities, while in the last chapter some measures of divergences between vectors in a convex set of n−dimensional real vector space are defined in terms of certain types of entropy functions, and their log-convexity properties with some applications in Information theory are discussed.