Titlebook: Mathematics in Everyday Life; John Haigh Textbook 2019Latest edition Springer Nature Switzerland AG 2019 Business.Equations.Money.Social.S

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John Haighegular, symmetric and asymmetric. There exist two different perspectives to explain this kind of behavior within the framework of a dynamical model. The traditional belief is that the time evolution of the series can be explained by a linear dynamic model that is exogenously disturbed by a stochasti

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John Haigheived of as responses of a linear system to stochastic disturbances (Frisch, 1933; Slutstky, 1937; Lucas, 1975). Alternatively, the second one interprets the oscillating path of income as a built-in feature of a non-linear deterministic system (Kaldor, 1940; Hicks, 1950; Goodwin, 1982; Grandmont, 19

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John Haighduring the late 1960s and early 1970s, the last fifteen years saw it resurrecting even as a synonym for dynamic macroeconomics. The Rational Expectations literature of the late 1970s and early 1980s and the development of sophisticated econometric tools in investigations of an economy’s fluctuations

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John Haigh on May 27-30, 1991. The Meeting was organized by the National Group "Modelli Nonlineari in Economia e Dinamiche Complesse" of the Italian Ministery of University and SCientific Research, M.U.RS.T. The aim of the Conference, which followed a previous analogous initiative taking place in the very sam

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Money,e repayments or annuity receipts. The important financial notion of . is described, along with considerations of personal finance such as savings, UK taxation, credit cards, and the student loan system. The mathematical ideas and techniques that are used include the expansion of log(1+ .), exp(.) as

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Differential Equations,a river, we generally have information about the . of one variable, ., with respect to another one, .; that information often leads to an equation involving quantities such as . or ., the derivatives of . with respect to .. In this introduction to a vast topic, we consider only straightforward first

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Sport and Games,erve might translate into the proportion of games won, the respective merits of risky or safer serves, and how the scoring system adds to spectator enjoyment. In rugby, from where should a conversion be attempted after a try is scored? Geometry, trigonometry and scalar products arise in snooker. Thr

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Business Applications,ammes, with applications to diets, producing the right quantities of goods at minimum cost, transporting materials from several sources to different destinations as cheaply as possible, allocating nurses to shifts and obtaining the optimal allocation of people to jobs. The use of check digits, via t