Discussion Paper, Issue 219Institute of Social and Economic Research, Osaka University, 1990 - Econometric models |
Common terms and phrases
assume Bewley economies boundary condition Bourbaki canonical mapping Charles Yuji Horioka closed subset coH intersects commodity spaces compact consumers continuous def lim def u(F(p defined as 4(p demand correspondence demand function direct limit direct system economies with commodity Equilibria in Direct equilibrium price vector existence of equilibria family of economies finest topology finite intersection property finite number Hausdorff Hence inf{x initial endowment inverse limit inverse system Kazuharu Kiyono Ken Urai L¹(µ Lemma maximal element measure space neighborhood Neuefeind's non-empty open mapping Osaka University p q iff P₁(m price spaces Proposition pure exchange economies quotient space quotient topology relative relativized topology resp respectively restriction Schaefer sequence space topological vector subeconomies supply function surjective system of Bewley system of economies system of sets topological space topological vector spaces topology of o(La upper bound Walras weak topology whole economy α α α