Xem 1-20 trên 457 kết quả Complex functions
  • This is the fourth book containing examples from the Theory of Complex Functions. In this volume we shall only consider complex power series and their relationship to the general theory, and finally the technique of solving linear differential equations with polynomial coefficients by means of a power series.

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  • Tham khảo sách 'elementary analytic functions complex functions theory a-1', giáo dục - đào tạo, cao đẳng - đại học phục vụ nhu cầu học tập, nghiên cứu và làm việc hiệu quả

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  • This is the second book containing examples from the Theory of Complex Functions. The first topic will be examples of the necessary general topological concepts. Then follow some examples of complex functions, complex limits and complex line integrals. Finally, we reach the subject itself, namely the analytic functions in general. The more specific properties of these analytic functions will be given in the books to follow.

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  • This is the fifth book containing examples from the Theory of Complex Functions. In this volume we shall consider the Laurent series, which are, roughly speaking, complex power series in which we also allow negative exponents. We shall only consider the the series and their relationship to the general theory, and finally the technique of solving linear differential equations with polynomial coefficients by means of Laurent series.

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  • In this book you find the basic mathematics that is needed by engineers and university students . The author will help you to understand the meaning and function of mathematical concepts. The best way to learn it, is by doing it, the exercises in this book will help you do just that. Topics as Elementary complex functions, calculus of residua and its application to e.g. integration are illustrated.

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  • This is the seventh book containing examples from the Theory of Complex Functions. In this volume we shall apply the calculations or residues in computing special types of trigonometric integrals, some types of improper integrals, including the computation of Cauchy’s principal value of an integral, and the sum of some types of series. We shall of course assume some knowledge of the previous books and the corresponding theory.

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  • This is the ninth book containing examples from the Theory of Complex Functions. We shall here treat the important Argument Principle, which e.g. is applied in connection with Criteria of Stability in Cybernetics. Finally, we shall also consider the Many-valued functions and their pitfalls. Even if I have tried to be careful about this text, it is impossible to avoid errors, in particular in the first edition. It is my hope that the reader will show some understanding of my situation.

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  • This is the first book containing examples from the Theory of Complex Functions. All the following books will have this book as their background. Even if I have tried to be careful about this text, it is impossible to avoid errors, in particular in the first edition. It is my hope that the reader will show some understanding of my situation.

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  • This is the third book containing examples from the Theory of Complex Functions. The first topic will be examples of elementary analytic functions, like polynomials, fractional functions, exponential functions and the trigonometric and the hyperbolic functions. Then follow some examples of harmonic functions. Even if I have tried to be careful about this text, it is impossible to avoid errors, in particular in the first edition. It is my hope that the reader will show some understanding of my situation....

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  • In this volume we give some examples of the elementary part of the theory of the Laplace transformation as described in Ventus, Complex Functions Theory a-4, The Laplace Transformation I. The chapters and the sections will follow the same structure as in the above mentioned book on the theory.

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  • In this volume we give some examples of the elementary part of the theory of the Laplace transformation as described in Ventus, Complex Functions Theory a-5, The Laplace Transformation II. The chapters and the sections will follow the same structure as in the above mentioned book on the theory. The examples have been collected about 30 years ago from some long forgotten book on applications. It was then pointed out by the author, and repeated here that one should not uncritically apply the Laplace transformation in all cases.

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  • Tham khảo sách 'the laplace transformation i – general theory complex functions theory a-4', giáo dục - đào tạo, cao đẳng - đại học phục vụ nhu cầu học tập, nghiên cứu và làm việc hiệu quả

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  • In this section we will define what we mean by a complex func- tion. We will then generalise the definitions of the exponential, sine and cosine functions using complex power series. To deal with complex power series we define the notions of conver- gent and absolutely convergent, and see how to use the ratio test from real analysis to determine convergence and radius of convergence for these complex series. We start by defining domains in the complex plane. This requires the prelimary definition....

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  • Here follows a collection of examples of how one can solve linear differential equations with polynomial coefficients by the method of power series. The reader is also referred to Calculus 3b, to Calculus 3c-3, and to Complex Functions. It should no longer be necessary rigourously to use the ADIC-model, described in Calculus 1c and Calculus 2c, because we now assume that the reader can do this himself. Even if I have tried to be careful about this text, it is impossible to avoid errors, in particular in the first edition.

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  • This is the sixth book containing examples from the Theory of Complex Functions. In this volume we shall consider the rules of calculations or residues, both in finite singularities and in ∞. The theory heavily relies on the Laurent series from the fifth book in this series. The applications of the calculus of residues are given in the seventh book. Even if I have tried to be careful about this text, it is impossible to avoid errors, in particular in the first edition. It is my hope that the reader will show some understanding of my situation....

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  • This is the eighth book containing examples from the Theory of Complex Functions. In this volume we show how we can apply the calculations of residues in connection with some classical transforms like the Laplace transform, the Mellin transform, the z-transform and the Fourier transform. I have further supplied with some examples from the Theory of Linear Difference Equations and from the Theory of Distributions, also called generalized functions.

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  • The purpose of this chapter is largely to serve as an accessible introduction or a refresher of basic notions regarding analytic functions. We start by recalling the elementary theory of functions and their singularities in a style tuned to the needs of analytic combinatorics. Cauchy’s integral formula expresses coefficients of analytic functions as contour integrals. Suitable uses of Cauchy’s integral formula then make it possible to estimate such coefficients by suitably selecting an appropriate contour of integration.

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  • Excel is a complex program. Mastering the use of formulas and functions lets you use Excel to compute useful day-to-day information, such as calculating the true cost of credit card purchases or comparing 15-year and 30-year mortgage costs. This fun and friendly book demystifies Excel's built-in functions so you can put them to work. You'll find step-by-step instructions on 150 of Excel's most useful functions, how they work within formulas, and how to use them to make your life easier.

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  • Excel 2007 is a powerful spreadsheet application that allows users to produce tables containing calculations and graphs. These can range from simple formulae through to complex functions and mathematical models. How To Use This Guide This manual should be used as a point of reference following attendance of the introductory level Excel 2007 training course. It covers all the topics taught and aims to act as a support aid for any tasks carried out by the user after the course. The manual is divided into sections, each section covering an aspect of the introductory course.

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  • Excel ’2003 is a powerful spreadsheet application that allows users to produce tables containing calculations and graphs. These can range from simple formulae through to complex functions and mathematical models. How to use this guide This manual should be used as a point of reference following attendance of the advanced level Excel ’2003 training course. It covers all the topics taught and aims to act as a support aid for any tasks carried out by the user after the course. The manual is divided into sections, each section covering an aspect of the introductory course.

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