Titlebook: Introduction to Queueing Systems with Telecommunication Applications; László Lakatos,László Szeidl,Miklós Telek Textbook 2019Latest editio

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applications (part 2) Guidelines for application of queueingThe book is the extended and revised version of the 1st edition and is composed of two main parts: mathematical background and queueing systems with applications. The mathematical background is a self-containing introduction to the stochast

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Introduction to Probability Theory, maintaining mathematical precision. Readers interested in more detailed introduction to probability theory might consult Chow and Teicher (Probability theory, Springer, New York, 1978) and Kallenberg (Foundations of modern probability, Springer, New York, 2002).

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analysis, portfolio management, financial markets and instruments, insurance, real estate, options and futures, international finance) and statistical applications in finance (applications in portfolio analysis, option pricing models and financial research). The project is designed to attract both a

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László Lakatos,László Szeidl,Miklós Telekl and coupon payments to the Consumer Price Index (CPI). Empirical studies of TIPS have focused on their term structure, their role in diversifying portfolios, and their usefulness in generating a measurement of expected inflation. This chapter discusses TIPS unique characteristics, the role they pl

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László Lakatos,László Szeidl,Miklós Telekl and coupon payments to the Consumer Price Index (CPI). Empirical studies of TIPS have focused on their term structure, their role in diversifying portfolios, and their usefulness in generating a measurement of expected inflation. This chapter discusses TIPS unique characteristics, the role they pl

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Introduction to Probability Theoryt summary, we will apply the more specific mathematical concept and facts—mainly measure theory and analysis—only to a necessary extent while, however, maintaining mathematical precision. Readers interested in more detailed introduction to probability theory might consult Chow and Teicher (Probabili

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Introduction to Stochastic Processesof random variables. This collection describes the changes (usually in time and in space) of considered quantities. If the set . is a subset of the set of real numbers, then the set . can be interpreted as time and we can say that the random quantities . vary in time. In this case the collection of