Description

This is the tenth volume in a ten-volume set designed for publication in 1997. It reprints in book form a selection of the most important and influential articles on probability, econometrics and economic games which cumulatively have had a major impact on the development of modern economics. There are 242 articles, dating from 1936 to 1996. Many of them were originally published in relatively inaccessible journals and may not, therefore, be available in the archives of many university libraries. The volumes are available separately and also as a complete ten-volume set. The contributors include D. Ellsberg, R.M. Hogart, J.B. Kadane, B.O. Koopmans, E.L. Lehman, D.F. Nicholls, H. Rubin, T.J. Sarjent, L.H. Summers and C.R. Wymer. This particular volume deals with discrete and coontinuous systems.

discrete and continuous systems, cointegration and chaos

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£227.65

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Hardback by O. F. Hamouda , J. C.R. Rowley

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Short Description:

This is the tenth volume in a ten-volume set designed for publication in 1997. It reprints in book form a... Read more

    Publisher: Edward Elgar Publishing Ltd
    Publication Date: 19/06/1997
    ISBN13: 9781858984421, 978-1858984421
    ISBN10: 1858984424

    Number of Pages: 512

    Non Fiction , Business, Finance & Law

    Description

    This is the tenth volume in a ten-volume set designed for publication in 1997. It reprints in book form a selection of the most important and influential articles on probability, econometrics and economic games which cumulatively have had a major impact on the development of modern economics. There are 242 articles, dating from 1936 to 1996. Many of them were originally published in relatively inaccessible journals and may not, therefore, be available in the archives of many university libraries. The volumes are available separately and also as a complete ten-volume set. The contributors include D. Ellsberg, R.M. Hogart, J.B. Kadane, B.O. Koopmans, E.L. Lehman, D.F. Nicholls, H. Rubin, T.J. Sarjent, L.H. Summers and C.R. Wymer. This particular volume deals with discrete and coontinuous systems.

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