غیر مطبوعہ کتب
ناطق ایک انوکھا ادیب ہے،جس کا شمار ان عصری ادب کے ادیبو ں میں ہوتاہے جنہوں نے اپنے عصری دور کو اپنے متاثر کن کام سے حیران کیا ہے،جو تہذیب اور تاریخ کی ایسی منظر کشی کرتے ہیں کہ پڑھنے والا دنگ رہ جاتا ہے۔اردو ادب میں ناطق کا کام حیرت زدہ کرنے والا ہے۔کیونکہ وہ حقیت اور کہانی کے پیچیدہ پہلوؤں کو لے کر سامنے آتا ہے۔ان کی غیر مطبوعہ کتب درج ذیل ہیں:’’کوفے کا مسافر(ناول)‘‘ناطق نے اپنے لکھنے کا آغاز شاعری سے کیا، نظم لکھنا سب سے پہلے شروع کی۔ان کی ادبی تخلیقات کا مختصراًجائزہ کچھ یوں ہے۔
Democracy in Nigeria is characterised by corruption, irregularities and injustice. The level of political hostility in the country has resulted in loss of lives and properties and as a result, there have been hindrances to peace and national development to prevail in Nigeria. Hence, the ugly political developments have generated a lot of concerns and questions such as what are the causes of the political unrest in Nigeria? Is democracy really paying off as a political system in Nigeria? What has been the result of democracy in Nigeria? Can there be a better political system in Nigeria? If so, can Islamic political system fulfil the longing of Nigerians? Answers to these questions shall form the body of this research. The research discovers the absence of fairness in the electoral process and bad governance in Nigeria. This research reveals the flaws in effectiveness of democracy as a system of government in Nigeria. It proposes adopting an alternative model of governance. Lastly, this research contemplates the Islamic political model for a better Nigeria.
Uniformly Convex and Bazilevic Functions This work is in the field of Geometric Function Theory in which we study geometric properties of analytic functions. It was originated around the turn of 20th century and has many applications in the field of applied sciences such as engineering, physics, electronics, medicines. In this dissertation, we define and discuss some new subclasses of normalized analytic functions by using some integral operators such as the operator Q a given by Q a f(z) z a ( )za 1 ta 0 2 log z t 1 f (t)dt, where G denotes gamma function, f(z) is analytic in open unit disc, a>0 and 0. We also study generalized Bazilevič functions. The functions in these classes generalize the idea of Bazilevič functions, k-uniformly convexity and bounded boundary and bounded radius rotations. The subordination and convolution tools are used to investigate the geometric properties of the functions in these classes and several inclusion results with some interesting consequences have been proved. We have investigated the univalency condition and coefficient bounds, arc length problem, integral preserving properties and rate of growth of Hankel determinant for these functions. The most of our results are sharp and they have been connected with previously known results.