Functions of a Complex Variable Krishna Series PDF

Download Functions of a Complex Variable By Krishna Series Book PDF

The book entitled ‘Functions of a Complex Variable’ has been written to fulfils the needs of students of various Indian universities on the subject. It is needless to say that the theory of functions of a complex variable forms the basis of mathematical analysis and is an indispensable and powerful tool for applied mathematicians, statisticians, physicists and engineers alike. I have endeavoured hard to meet all such requirements.

This book is important for UPSC Optional, IIT JEE Mains, Graduation College Students BSC all sem (1st, 2nd, 3rd year), BA (1st, 2nd, 3rd, 4th, 5th, 6th semester), Engineering, Preparing for SSC, Banking And Other Competitive Examination.

Name of BookMechanics
SubjectMathematics
AuthorJ.N Sharma
Size25 MB
Pages637
LanguageEnglish
PublisherKrishna Prakashan

In preparing this book, great care has been taken to treat each topic with clarity and logical arguments without sacrificing any rigour. The language is simple and easily understandable. Sacrificing any rigour. The language is simple and easily understandable. The proofs of various theorems and examples have been given with minute details, 1 believe that the surest, and easily the best method of acquiring mathematical knowledge is to study the examples carefully and use them in attacking problems. Therefore, numerous worked out examples have been given which will help the readers in understanding various concept easily. The book also contains a set of exercises at the end of each topic. The aim of these exercises is to provide additional material on the subject and also to test the student’s comprehension and abilities.

  • Elements of Set Theory
  • Complex Numbers and their Geometrical Representation
  • Analytical Functions
  • Power Series and Elementary Functions..
  • Conformal Mappings
  • More about Conformed Mappings
  • complex Integration
  • Calculus of Residues
  • Uniform Convergence and Infinite Products
  • Entire Functions
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