54 research outputs found
Positive Definite Functions for the Class Lp(G
Title: Positive Definite Functions for the Class Lp(G), Author: Shaunkat A. Warsi, Location: ThodeThis thesis contains four main theorems on Positive definite functions for the class Lp(G) over compact and locally compact groups. Information as to how the class P(F) varies with F is provided by those theorems. Some topological properties of the set P(Lp) ∩ Lq have been considered. Two results analogous to those of E. Hewitt and H. A. Naimark have also been proved.ThesisMaster of Science (MS
بیدم شاہ وارثی کے نعتیہ کلام سے مضامین سیرت کا تجزیاتی مطالعہ: An Analytical Study of the Prophetic Biography in the Na‘at Poetry of Bedam Shah Warsi
Bedam Shah Warsi. Bedam Shah Warsi, a celebrated figure of the Chishti-Warsi Sufi order, composed poetry rich in spiritual devotion and deep love for the Prophet Hazrat Muhammad ﷺ.His Na‘at poetry not only reflects his profound reverence but also serves as a source of knowledge and inspiration regarding the life and character of the Prophet. This study aims to highlight the various aspects of Seerah embedded in his poetry, including the Prophet’s moral excellence, physical beauty (Shama\u27il), compassion, miracles, and his role as a mercy to mankind. Through a literary and thematic analysis of Bedam’s verses, the research examines how the poet presents the exemplary life of the Prophet in a unique spiritual and poetic framework. The study also explores the use of Sufi symbolism and metaphors to express Seerah themes, revealing the harmonious blend of love, spirituality, and prophetic admiration. By analyzing Bedam Shah Warsi’s poetic contributions, this research adds a valuable perspective to Urdu Naat literature and the study demonstrates how Bedam Shah Warsi’s Na‘at not only serves as a vehicle of praise but also as a medium of transmitting the ethical, spiritual, and historical dimensions of the Seerah. This work aims to shed light on the enduring role of Na‘at poetry in nurturing love for the Prophet ﷺ and preserving his legacy through artistic devotion and the understanding of the poetry of bedam shah warsi clearify that how poetic expression serves as a medium for preserving and disseminating the life and message of the Prophet ﷺ in Sufi devotional culture
Global approaches to solving recognition problems of noisy images, 1989
An important problem in the area of pattern recognition is automatic detection of certain pre-assigned elements of an image distorted by noise. In this research, a global ap proach will be used. One such approach is to use an optimal smoothing algorithm which depends on efficient dynamic programming computational techniques. The basic purpose of this research is to make this dynamic programming process efficient in terms of storage requirement and computational effort. Our goal, using the objective function, is to find an optimal order of optimization and then design an effi cient computational technique. Two global techniques will be presented in this paper. Included is a graph-searching technique and the above men tioned technique using dynamic programming. Emphasis will be on the development of an algorithm using dynamic program ming. I wish to express ray deepest appreciation and sincere gratitude to those who have contributed their time, energy, and support to make this study possible. Thanks are especially due Dr. Warsi, Nazir A. , my thesis advisor. His instruction, suggestions, and patience were essential to the completion of this thesi s. Further thanks are also due Nasa Langley for providing financial, technical, and general support to help make this study possible. Special thanks are offered to Mr. Micheal Goode, Technical Monitor, for his technical support and to Dr. Samuel E. Massenberg, University Affairs Officer, for his general support
General approximation theory in normed linear spaces, 1980
In this thesis the concept of the general approximation theory is investigated. in the first chapter, the basic definitions and properties of normed linear spaces and related theorems used in subsequent chapters are discussed. In the second and third chapters as a main thrust of this study, the author discusses various approximation theory results. In the final chapter, two important applications of the approximation theory are presented
A descriptive study of some of the social services rendered to epileptic patients at Crownsville State Hospital, 1957
Switching and Sequential Circuits, 1979
In preparing this thesis, it was my intention to show a medium between the one extreme of considering the theory of switching circuits as a set of logic design procedures and the other extreme of considering it as a pure mathematical study divorced from practical application. This objective is achieved by attempting to integrate the two extremes by first providing the fundamental mathematical principles for switching circuits and then letting the mechanics of logic design be a direct consequence of the mathematical principles. The general approach taken in this thesis has been to present this subject as a deductive mathematical discipline. This has been done by including a large number of theorems. Furthermore, the techniques of logic design are for the most part a direct consequence of the procedures used to establish the validity of these theorems. The proofs of some of these theorems have been included. It is felt that in this way the fundamentals of this subject are presented along with the design techniques that they imply
An efficient dynamic programming algorithm for detecting edges of noisy images, 1989
There are several techniques available in the literature for detecting edges and boundaries of noisy images, including the dynamic programming procedures. Such procedures seem to perform better than others, although demands of storage and CPU-Time are tremendous. This inhibits the practical utility of dynamic programming techniques. A segment boundary can be detected against the noisy background using the concept of a "good� boundary. This procedure has an optimization formulation in terms of objective functions depending on edge strengths and low curvatures. In the absence of convexity conditions, the problem becomes that of unconstrained dynamic programming. The research consists of the design of a computational technique which requires reasonable amounts of storage and computer time, thus making the procedure effective as well as efficient in the presence of noise
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