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جو تیری یاد کبھی انتہا اٹھاتی تھی،
تمہارے ہجر میں وہ لان بھی ہے افسردہ،
چراغِ راہ تھے جب، روشنی لٹاتے تھے،
بلا کا صبر ، سماعت اٹھاۓ پھرتی تھی،
ہماری آنکھ اب اس آنکھ کو ترستی ہے،
جو سحر دم تری خوشبو میسر آتی تھی،
جو لمحہ بھر کو کبھی تم سے روٹھ جاتے تھے، خدا سے مانگنا ہوتا تھا جب بھی تیرے لئے،
تو سانس سانس نئی ابتدا اُٹھاتی تھی۔
کہ جس کی گھاس ترا نقشِ پا اُٹھاتی تھی۔
تو کتنے ناز ہمارے ہوا اٹھاتی تھی۔
تمہاری خامشی سے بھی صدا اٹھاتی تھی۔
جو بے تردد و کوشش حیا اٹھاتی تھی۔
وفور-شوق سے اس کو صبا اُٹھاتی تھی۔
چہار سمت سے ہم کو فنا اُٹھاتی تھی۔
ہمارے ہاتھوں کو فوراً دعا اُٹھاتی تھی۔
نشرا لطیب فی ذکرالنبی الحبیب ﷺ کاتعارف و منہج؛ ایک تجزیاتی مطالعہ An Analytical Study of the
Sira of the Holy Prophet ﷺ is the only subject that can quench the thirst of every subject in the universe and guarantee the solution of every problem. Love and Obedience to the Holy Prophet (peace and blessings of Allah be upon him) is a must. Mawlana Ashraf Ali Thanwi ranks high in the list of biographers through his famous book "Nashr al-Tīb" in remembrance of the Beloved Prophet (May God bless him and his family and grant them peace) which is comprehensive enough to do its function. The book is one of his excellent works in its own way. It is a valuable book in Urdu language which has been presented in an unparalleled manner. It shows the love of the Holy Prophet ﷺ as well as his teachings; mysteries and secrets which is Narrated in the style of Mathnavi Maulana Rum. In the said article, the introduction and method of " Nashr al-Tīb fi Zikr-un-Nabi Al-Habib" will be presented. In order to know the services and style of writing and purpose of Mawlana in Sira Nigari and the only purpose of Sira Nigari is to achieve love of of the Holy Prophet and obedience to Him ﷺ.Some Subclasses of Analytic Functions Related With the Generalizations of Functions With Bounded Boundary Rotation
Some Subclasses of Analytic Functions Related with the Generalizations of Functions with Bounded Boundary Rotation Geometric Function Theory on broad spectrum mostly deals with the geometric properties of univalent, multivalent, meromorphic functions etc. and Theorists paid much of their attention to the classes of these functions. Various subclasses of analytic functions related with the Carathéodory functions along with their generalizations were studied systematically in various aspects in the literature of the subject. The main focus of this study is to define certain new subclasses of analytic functions related with the functions of bounded boundary rotation and their generalizations. We use the idea of convolution and subordination along with the concepts of bounded Mocanu variation, Robertson functions, multiplier transformations etc. in defining these classes of analytic as well as multivalent functions. We also investigate and explore these classes and study various results like coefficient bounds, radius problems, inclusion results, integral and convolution preserving properties etc. and their relationships with the previously known results.Journals by Discipline
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