@ARTICLE{18542687_1975,
author = {Brown, Donald J. and Robinson, Abraham},
keywords = {equilibrium, exchange economy, равновесие, рыночная экономика, ряд Эджворта, теорема},
title = {Nonstandard exchange economies.},
journal = {Econometrica},
year = {1975},
month = {},
volume = {43},
number = {},
pages = {41-55},
url = {http://ecsocman.hse.ru/text/18542687/},
publisher = {},
language = {ru},
abstract = {Edgeworth's conjecture that as the number of traders in an exchange
economy increases the core approaches the set of competitive
equilibria has been formalized both as a theorem about a sequence of
finite economies, and as a theorem about an economy having an
infinite number of agents. This paper, using nonstandard analysis,
provides a synthesis of these two approaches. It is shown that the
core and the set of competitive equilibria are equivalent within a
non-standard exchange economy. This theorem implies a asymptotic
theorem concerning the core and competitive equilibria of sequences
of finite economies. (Из Ebsco) },
annote = {Edgeworth's conjecture that as the number of traders in an exchange
economy increases the core approaches the set of competitive
equilibria has been formalized both as a theorem about a sequence of
finite economies, and as a theorem about an economy having an
infinite number of agents. This paper, using nonstandard analysis,
provides a synthesis of these two approaches. It is shown that the
core and the set of competitive equilibria are equivalent within a
non-standard exchange economy. This theorem implies a asymptotic
theorem concerning the core and competitive equilibria of sequences
of finite economies. (Из Ebsco) }
}