By Michael T. Belongia, Jane M. Binner
ISBN-10: 0333647440
ISBN-13: 9780333647448
The prime researchers from crucial banks and universities all over the world debate matters valuable to the functionality of Divisia financial aggregates either in conception and in perform. The publication is split into 4 sections. the 1st includes papers which current rather new principles and functions. the 1st, by means of William Barnett and his co-author, Yi Liu, takes the unconventional procedure of incorporating the riskiness of an asset into the contraction of a Divisia mixture. the second one, by means of Robert Dorsey, offers the 1st software of impartial community know-how to the Divisia index debate. the rest 3 sections research the Divisia factor from a geographical viewpoint. There are 5 papers on eu matters, 4 papers from the Pacific Basin region and papers within the ultimate part overlaying the North American sector. the final conclusions are that Divisia financial aggregates outperform their uncomplicated sum opposite numbers in a variety of purposes across the world.
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Additional info for Divisia Monetary Aggregates: Theory and Practice
Sample text
If technology in the payments system does have an upward trend, a researcher might well not ®nd a cointegrating relationship, but that is only because a measure of the value of improved technologies is not available as an additional variable that would account for this phenomenon. If this point is accepted as valid, the dozens (or hundreds) of studies using cointegration to investigate whether money growth and in¯ation move together in the long run have not provided evidence ± on either side ± that is useful to framing an answer.
18). 16) are adequate. However, if the covariances Cov(rit , ct1 ) are found to be non-negligible for at least one asset i, it becomes necessary to acquire an estimate of the Arrow±Pratt measure of absolute risk aversion, Ht1 . For most countries, a large number of papers have been published containing estimates of that degree of risk aversion, and it makes sense to use an existing estimate. 7). Clearly, the resulting generalised user cost reduces to the usual one only if it 0, so that it it .
J. and F. Hahn (1971) General Competitive Analysis (San Francisco: Holden-Day). Barnett, William A. (1978) `The User Cost of Money', Economics Letters, vol. 1, pp. 145±9. Barnett, William A. (1980) `Economic Monetary Aggregates: An Application of Index Number and Aggregation Theory', Journal of Econometrics, vol. 14, pp. 11±48. Barnett, William A. (1982a) `Divisia Indices', in Samuel Kotz and Norman Johnson (eds), Encyclopedia of Statistical Sciences, vol. 2, pp. 412±15. Barnett, William A. (1982b) `The Optimal Level of Monetary Aggregation', Journal of Money, Credit and Banking, pt 2, vol.
Divisia Monetary Aggregates: Theory and Practice by Michael T. Belongia, Jane M. Binner
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