株式会社極東書店トップ商品一覧Capital, Accumulation, and Money: An Integration of Capital, Growth, and Monetary Theory. 2nd ed. 2010

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Capital, Accumulation, and Money: An Integration of Capital, Growth, and Monetary Theory. 2nd ed. 2010

Capital, Accumulation, and Money: An Integration of Capital, Growth, and Monetary Theory. 2nd ed. 2010

・ISBN 978-1-4899-9077-8 paper EUR 149.99

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お気に入り
著者・編者Taylor, Lester D.,
出版社 (Springer-Verlag New York Inc., US)
出版年月2014
ページ数278 pp.
言語ENG
ニュース番号<A05-51746>

解説

Capital, Accumulation, and Money: An Integration of Capital, Growth, and Monetary Theory is a book about capital and money. A root concept of capital is formulated that allows for most existing concepts of capital to be unified and related to one another in consistent fashion. Capital and monetary theory are integrated in a non-mathematical framework that imposes a number of constraints on the macro behavior of an economy, constraints which make for the straightforward understanding of such concepts as the real stock of money, real-balance effects, and the general price level. New and illuminating insights are also provided into aggregate supply and demand, natural and money rates of interest, the relationship between real and monetary economies, and economic growth and development. This fully expanded, revised, and updated edition features important new material on a variety of timely topics, including: * Factors leading to the financial meltdown and turmoil of 2007-09; * Why bubbles form in asset markets and how these impact on the real economy; * The importance of a lender-of-last-resort in times of financial stress; * Future financing and funding of the U. S. Social Security System. Additionally, the author offers a number of ideas for alleviating the severity, if not the avoidance altogether, of financial crises in the future. This is a book for those -- students (both graduate and undergraduate) and their teachers, investors, and the informed public -- who want an understanding of how economies and financial markets function, without an advanced degree in mathematics.