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Title of Thesis
Some selected Topics in Geometric Functions Theory of a Complex Variable

Author (s)
Ali Muhammad
Institute/University/Department Details
Department of Mathematics/ COMSATS Institute of Information Technology
Session
2009
Subject
Mathematics  
Number of Pages
143
Keywords (Extracted from title, table of contents and abstract of thesis)
 

Abstract

 

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1927 KB

S. No. Chapter Title of the Chapters Page Size (KB)
  0    
1 1 Some preliminary concepts of Geometric Function Theory of a complex variable 1
  1.2 Basic definitions and some properties of the class of univalent functions 2
  1.3 The class Ρ of functions with positive real part and some of its related classes 5
  1.4 Some classes of analytic functions 10
296 KB
  1.5 P-valent functions and certain differential and integral operators 19
  1.6 Preliminary results. 28
 
2 2 On analytic functions with generalized bounded Mocanu variation 36
  2.1 Introduction 37

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  2.2 Arc length problems and growth rate of the coefficients for the class 40
  2.3 Properties of the some subclasses of the class 43
3 3 On a class of p-valent Bazilevic functions 52
  3.1

The class

52
  3.2

Some properties of the class

58
  3.3 Sharp bounds and distortion theorems for the class 62
4 4 On a class of p-valent non-Bazilevic functions 74
       
       


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5 5 Some new classes of meromorphic and analytic functions 87
133KB
       
       
6 6 Conclusion 104
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7 7 References 107