File:Lösung des Fargione-Integrals für unbesteuertes und besteuertes Vermögenswachstum.png

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English: Lösung des Fargione-Integrals und Simulation der Vermögenskonzentration in einer Population von 100.000 Individuen ohne (schwarz) und mit Vermögenssteuern (grau). (mu=5%, sigma=0,3). Die blaue Linie zeigt die analystische Lösung für die Vermögenskonzentration des obersten Deziles. Die Konzentration wächst für unendlich lange Zeiten gegen 100%. Das beduetet, also dass nur wenige Menschen den gesamten Reichtum besitzen. Erst wenn sehr geringe Steuern (hier 3% für die reichsten 10%) auf die Vermögen angewendet werden, konvergiert die Vermögenskonzentrion gegen einen stationären Endwert.
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current23:17, 16 January 2014Thumbnail for version as of 23:17, 16 January 20141,401 × 892 (23 KB)Ancadux (talk | contribs)User created page with UploadWizard

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