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Dynamic Global Modeling: Overview | Demo | Technical Description of Modeling | Resource Directory

Small globeResource Directory: Modeling Tools

Linear differential change

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Abelson, Robert P.
A 'Derivation' of Richardson's Equations
J. Conflict Resolution
Vol VII, Nbr 1.
1963
page/pp 13-15.

Baugh, W. H.
Transient Response Analysis of Richardson-Type Arms Race Models
in D. A. Zinnes and J. V. Gillespie
Mathematical Models in International Relations.
Praeger
New York.
1976

Rashevsky, Nicolas
Looking at History Through Mathematics
M.I.T. Press
Cambridge, MA.
1968

Rashevsky, Nicolas
Mathematical Biology of Social Behavior
Univ. of Chicago Press
Chicago.
1951

Richardson, Lewis F.
Arms and Insecurity
The Boxwood Press / Quadrangle Books
Pittsburgh / Chicago.
1960

Wagner, David L. and Ronald T. Perkins,
Rein Taagepera
Fitting the Soviet-U.S. Arms Race Data to the Complete Solution of Richardson's Equations
at Western Regional Peace Science Meeting
San Diego.
R. Taagepera, School of Social Sciences
Univ. of Calif, Irvine, CA 92664. 22 Feb.
1974

Williamson, Paul R.
New Considerations About Military Personnel Dynamics;
Evidence Against the Standard Richardson Model
Global Vision, Inc.
PO Box 4394, Ann Arbor, MI 48106. Jly.
2002
PDF Symbol04011302_rpt-0201.pdf

Zadeh, L. A. and D. A. Desoer
Linear System Theory
McGraw-Hill
New York.
1963
linear systems

Zinnes, Dina A. and John V. Gillespie,
R. M. Rubinson
A Reinterpretation of the Richardson Arms-Race Model
in D. A. Zinnes and J. V. Gillespie
Mathematical Models in International Relations.
Praeger
New York.
1976

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