References

This folder holds the following references to publications, sorted by year and author.

There are 24 references in this bibliography folder.

Tomoyose, M, Fujimoto, S, and Ishikawa, A (2008).
Non-Gibrat’s Law in the Middle Scale Region
arXiv, arXiv:0809.3060.

Ishikawa, A (2007).
The Uniqueness of Firm Size Distribution Function from Tentshaped Growth Rate Distribution
Physica A, 383(1):79-84.

Ishikawa, A (2007).
Quasistatically Varying Log-normal Distribution in the Middle Scale region of Japanese Land Prices
arXiv, arXiv:0710.1893.

Ishikawa, A (2007).
Annual Change of Pareto Index Dynamically Deduced from the Law of Detailed Quasi-balance
Physica A, 371:525-535.

Ishikawa, A (2006).
Derivation of the Distribution from Extended Gibrat’s Law
Physica A, 367:425-434.

Gabaix, X (2005).
The Granular Origins of Aggregate Fluctuations
Society for Economic Dynamics.

Aoyama, H (2004).
Ninth Annual Workshop on Economic Heterogeneous Interacting Agents (WEHIA 2004)
Miscellaneous publication.

Aoyama, H, Fujiwara, Y, and Souma, W (2004).
The Physical Society of Japan 2004 Autumn Meeting
Miscellaneous publication.

Fujiwara, Y, Guilmi, C, Aoyama, H, Gallegati, M, and Souma, W (2004).
Do Pareto—Zipf and Gibrat laws hold true? An analysis with European Firms
Physica A, 335:197-216.

Matia, K, Fu, D, Buldyrev, S, Pammolli, F, Riccaboni, M, and Stanley, H (2004).
Statistical Properties of Business Firms Structure and Growth
Europhys. Lett., 67:498-503.

Fujiwara, Y, Souma, W, Aoyama, H, Kaizoji, T, and Aoki, M (2003).
Growth and Fluctuations of Personal Income
Physica A, 321:598-604.

Okuyama, K, Takayasu, M, and Takayasu, H (1999).
Zip’s Law in Income Distribution of Companies
Physica A, 269:125-131.

Canning, D, Amaral, LA, Lee, Y, Meyer, M, and Stanley, HE (1998).
Scaling the Volatility of GDP Growth Rates
Economics Letters, 60(3):335-341.

Amaral, L, Buldyrev, S, Havlin, S, Leschhorn, H, Maass, P, Salinger, M, Stanley, H, and Stanley, M (1997).
Scaling Behavior in Economics: I. Empirical Results for Company Growth
J. Phys. I France, 7:621-633.

Montroll, E and Shlesinger, M (1983).
Maximum Entropy Formalism, Fractals, Scaling Phenomena, and 1/f Noise: A tale of Tails
J. Stat. Phys., 32:209-230.

Gibrat, R (1931).
Les inegalites economiques
Paris: Sirey.

Pareto, V (1897).
Cours d’Economique Politique
London: Macmillan.

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