Aggregation von Produktionsfunktionen: - download pdf or read online

Economics

By Fritz Pokropp

ISBN-10: 3540060197

ISBN-13: 9783540060192

ISBN-10: 3642807151

ISBN-13: 9783642807152

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Read Online or Download Aggregation von Produktionsfunktionen: Klein-Nataf-Aggregation ohne Annahmen über Differenzierbarkeit und Stetigkeit PDF

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Extra resources for Aggregation von Produktionsfunktionen: Klein-Nataf-Aggregation ohne Annahmen über Differenzierbarkeit und Stetigkeit

Example text

J' < s) m~t Xoi1' Xoi2' x-ij' ~J ... ) : j = 1, ••. ::; ~J und j = 1, ... 6) fest w~hlen, - ~ da~ = 1, ••• ,s}. fi1(X? ' xi. o ~. : ~. setzen. Wir erg~nzen sodann x~. durch beliebige, feste Wahl von x~. (t = 1, ••• ,n; t ~ i) zum Punkte (x? ~. aus (4. 1) ) und betrachten die durch XO normierte LBsung fUr (G,G::): i 1 n 1 m} {Yo; fo,· .. ,fo, .. ·,f o / Fo; go, .. 1» werden wir nun zwei sich o widersprechende Bedingungen ableiten. ~. ~. h.

Fo, .. ·,f o / Fo; go, .. 1» werden wir nun zwei sich o widersprechende Bedingungen ableiten. ~. ~. h.

U. ( --+ ,~ R+, R+ t-Funktion (i = 1, ••• ,n), t-Funktion. Wann existieren gj : X. j --.. Vj ( R+, F : X V. ---+ j J R+ t-Funktion (j = 1, ... 7) fUr aIle x .. € X.. , aIle i und aIle ~J ~J j gilt? 31 Problem 2: Gegeben sind gj (j_ = 1, ... ,m) und F (Funktionen wie in Problem 1). Wann existieren fi (i = 1, ... 7) fUr aIle x ij E Xij , aIle i und aIle j gilt? 7) gefordert sind, lassen sich durch das folgende Schema Ubersichtlich darstellen: X11 X ... X X1j X ... X X1m x x x Xi1 X ·.. x X X X = X..

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Aggregation von Produktionsfunktionen: Klein-Nataf-Aggregation ohne Annahmen über Differenzierbarkeit und Stetigkeit by Fritz Pokropp


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