References

1

H. Hotelling. Stability in competition. Economic Journal, 39(41):57, 1929.

2

N. Kiyotaki and R. Wright. On money as a medium of exchange. Journal of Political Economy, 97(927):934, 1989.

3

P. Bak, S.F. Norrelykke, and M. Shubik. Dynamics of money. Physical Review E, 60(3):2528-2532, 1999.

4

R. Donangelo and K. Sneppen. Self-organization of value and demand. cond-mat preprint 9906298, arXiv.org, 1999.

5

A.A. Cournot. Researches into the Mathematical Principles of the Theory of Wealth (translated from French; original: 1838). Macmillan, New York, 1897.

6

J. Bertrand. Theorie mathematique de la richesse sociale (review). Journal des Savants (Paris), 68(499):508, 1883.

7

E.H. Chamberlin. Theory of monopolistic competition. Harvard University Press, Cambridge, MA, 1933.

8

B. Hehenkamp and W. Leininger. A note on evolutionary stability of Bertrand equilibrium. Journal of Evolutionary Economics, 9:367-371, 1999.

9

B. Hehenkamp. Sluggish consumers: An evolutionary solution to the Bertrand paradox. Technical Report 99-04, Microeconomics, University of Dortmund, Germany, 1999.

10

Th. Brenner. The dynamics of prices - Comparing behavioural learning and subgame perfect equilibrium. Papers on Economics and Evolution 0001, Max-Planck-Inst. for Economic Systems, Jena, Germany, 2000.

11

H. Flyvbjerg. Model for coarsening froths and foams. Physical Review E, 47(6):4037-4054, 1993.

12

U.S. Census Bureau. 1992 Census of retail trade, volume 2, subject series, part 3. www.census.gov/prod/1/bus/retail/92subj/rc92s01.pdf.

13

M.H.R. Stanley et al. Zipf plots and the size distribution of firms. Economics Letters, 49:453-457, 1995.

14

G. Huber, M. Jensen, and K. Sneppen. A dimension formula for self-similar and self-affine fractals. Fractals, 3(3):525-531, 1995.