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Title: The SND Package

The SND Package

Applications to Keynesian Monetary Growth Dynamics

by Carl Chiarella (Author) Peter Flaschel (Author) Alexander Khomin (Author) Peiyuan Zhu (Author)
©2002 Textbook VIII, 159 Pages
Law, Economics & Management
Series: Dynamische Wirtschaftstheorie, Volume 22

Summary

This book is a companion volume to «The Dynamics of Keynesian Monetary Growth. Macro Foundations» by Chiarella & Flaschel, CUP 2000. It describes the computer package, Simulating Nonlinear Dynamics, designed to simulate the various high order macrodynamic models of that book. The package is quite general and can be applied to any well-defined continuous and discrete time dynamical system. One feature of the package is a set of powerful interactive graphical facilities. The first part of the book outlines the philosophy and mode of use ot the package, the second part provides an extensive set of applications to the macrodynamic models referred to in the title. The package is downloadable from http://www.business.uts.edu.au./finance/staff/carl.html.

Details

Pages
VIII, 159
Year
2002
ISBN (Softcover)
9783631387368
Language
English
Keywords
ökonomie Keynes-Metzler Keyne
Published
Frankfurt/M., Berlin, Bern, Bruxelles, New York, Oxford, Wien, 2002. VIII, 159 pp., 15 fig., 2 tables

Biographical notes

Carl Chiarella (Author) Peter Flaschel (Author) Alexander Khomin (Author) Peiyuan Zhu (Author)

The Authors: Carl Chiarella, Professor of Finance, University of Technology, Sydney. Holds degrees in Applied Mathematics and Economics. Peter Flaschel, Professor of Economics, Bielefeld University. Holds degrees in Mathematics and Economics. Alexander Khomin holds Ph.D. in Applied Mathematics (Uni. of Kiew) and Master of Business (UTS). He is Senior Analyst / System Architect for Financial Market Solutions, IT & E Commerce Solutions Pty. Ltd. Peiyuan Zhu holds B. Sc., M. Sc. in Physics from Fudan University and Ph.D. Plasma Physics, ANU. He is currently research fellow in Finance and Economics at UTS.

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Title: The SND Package