A Course in Monetary Economics: Sequential Trade, Money, and by Benjamin Eden

By Benjamin Eden

Книга A direction in financial Economics: Sequential alternate, funds, and Uncertainity A path in financial Economics: Sequential alternate, funds, and UncertainityКниги Экономика Автор: Benjamin Eden Год издания: 2004 Формат: pdf Издат.:Wiley-Blackwell Страниц: 424 Размер: 2 ISBN: 0631215662 Язык: Английский0 (голосов: zero) Оценка:Monetary Economics and Sequential alternate is an insightful advent to the complicated subject matters in financial economics. obtainable to scholars who've mastered the diagrammatic instruments of economics, it discusses genuine matters with quite a few modeling choices, making an allowance for a right away comparability of the results of different types. The exposition is obvious and logical, delivering a superior starting place in financial concept and the concepts of financial modeling. The textual content is rooted within the author's years of training and study, and should be hugely appropriate for financial economics classes in either the upper-level undergraduate and graduate degrees.

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Extra resources for A Course in Monetary Economics: Sequential Trade, Money, and Uncertainity

Example text

Xtz ) denote quantities consumed in period t. It takes time to exchange one vector of goods for another. The amount of time (labor) required for executing a shopping list, xt − x¯ t = (xt1 − x¯ t1 , xt2 − x¯ t2 , . . 1) is:1 Lt = F(xt − x¯ t , pt , Mtb ). 2) Starting with more money reduces the amount of time required for executing a given shopping list and therefore the function F( ) is decreasing in Mtb . This assumption may be justified in terms of a model in which agents meet each other sequentially and bilateral trade takes place until all agents complete their desired exchange.

Note that the slope of the budget lines goes down with m and is equal to unity when m = m. 10) and setting dCτ = 0 for τ < t and for τ > t + 1. 18) and is equal to 1 + ρ along the 45◦ line, when Ct = Ct+1 . 4 to determine whether the consumer will want to stay on the 45◦ line. 4 Varying m : m < m < m real balances. If he starts with m ¯ units he will move to a point like B and decumulate real balances. If he starts with m units he will not change the amount of real balances. Thus only m characterizes an optimal smooth consumption path.

Another approach may assume that the agent knew from the “beginning of time” that a regime change would occur at time t. Here I consider the second simpler case. 15, which assume zero rate of inflation until time t are no longer equilibrium paths. To see this point, note that if agents expect that the price level will go up at time t they will want to reduce their holding of real balances at time t − 1. Therefore the price level will go up at time t − 1, and by the same logic at time t − j, for j = 1, 2, 3 .

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