Nothing has value that is easily won. Exams are a fight of wills. They are a struggle between you and the people who set and sponsor the Exams. Success requires planning, co-ordination and self-belief. By taking on board a systematic approach to mapping your way through the Exam Minefield, you can ensure you are truly ready and confident in the Exam room. This book is for young professionals...
After reading the theory book about Statistics it is time to test your knowledge to make sure that you are well prepared for your exam. This exercise book follows the same structure as the theory book about Statistics. Answer questions about for example probability theory, random variables, expected value and the law of large numbers. All the exercises are followed by their solutions.
This is the ninth textbook you can download 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.
Many students find that the obligatory Statistics course comes as a shock. The set textbook is difficult, the curriculum is vast, and secondary-school maths feels infinitely far away. "Statistics" offers friendly instruction on the core areas of these subjects. The focus is overview. And the numerous examples give the reader a "recipe" for solving all the common types of exercise.
This is the eighth textbook you can download 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 3-transform and the Fourier transform.
In today’s economic environment it is practically impossible to avoid dealing with data gathering and analysis. This textbook provides a comprehensive overview of the main topics in the area of statistic analysis for business and economics.
This is the seventh textbook you can download 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.
This is the sixth textbook you can download 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.