References

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

There are 25 references in this bibliography folder.

[1]

Hisano, R and Mizuno, T (2011).
Sales Distribution of Consumer Electronics
Physica A, 390:309–318.

Malevergne, Y, Pisarenko, V, and Sornette, D (2011).
Testing the Pareto against the Lognormal Distributions with the Uniformly Most Powerful Unbiased Test Applied to the Distribution of Cities
Physical Review E, 83:036111.

Coronel-Brizio, H and Hernandez-Montoya, A (2010).
The Anderson-Darling Test of Fit for the Power Law Distribution from Left Censored Samples
Physica A: Statistical Mechanics and its Applications, 389(3):3508–3515.

Clauset, A, Shalizi, C, and Newman, M (2009).
Power-Law Distributions in Empirical Data
SIAM Review, 51:661–703.

Zhang, J, Chen, Q, and Wang, Y (2009).
Zipf distribution in top Chinese Firms and an Economic Explanation
Physica A, 388:2020–2024.

Jessen, A and Mikosch, T (2006).
Regularly Varying Functions
Publications de l'Institut Mathematique, Nouvelle serie, 80(94):171–192.

Mizuno, T, Katori, M, Takayasu, H, and Takayasu, M (2006).
Statistical and Stochastic Laws in the Income of Japanese Companies
In: Empirical Science of Financial Fluctuations: The Advent of Econophysics, ed. by H. Takayasu.

Coronel-Brizio, H and Hernandez-Montoya, A (2005).
On Fitting the Pareto–Levy Distribution to Stock Market Index Data: Selecting a Suitable Cutoff Value
Physica A, 354:437–449.

Newman, M (2005).
Power Laws, Pareto Distributions and Zipf's law
Contemporary Physics, 46:323–351.

Fujiwara, Y, Guilmi, CD, 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.

Gaffeo, E, Gallegati, M, and Palestrinib, A (2003).
On the Size Distribution of Firms: Additional Evidence from the G7 Countries
Physica A, 324:117–123.

Axtell, R (2001).
Zipf Distribution of U.S. Firm Sizes
Science, 293:1818–1820.

Ramsden, J and Kiss-Hayp\'al, G (2000).
Company Size Distribution in Different Countries
Physica A, 277:220–227.

del_Castillo, J and Puig, P (1999).
The Best Test of Exponentiality against Singly Truncated Normal Alternatives
Journal of the American Statistical Association, 94(446):529–532.

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

Stanley, MR, Buldyrev, S, Havlin, S, Mantegna, R, Salinger, M, and Stanley, HE (1995).
Zipf plots and the size distribution of firms
Economics Letters, 49:453–457.

Geyer, C (1994).
On the Asymptotics of Constrained M-Estimation
The Annals of Statistics, 22:1993–2010.

Self, S and Liang, K (1987).
Asymptotic Properties of Maximum Likelhood Estimatiors and Likelihood Ratio Test Under Nonstandard Conditions
Journal of the American Statistical Association, 82(398):605–610.

Cobb, C and Douglas, P (1928).
A Theory of Production
American Economics Review, 18:139–165.

Pareto, VFD (1897).
Cours d'Economique Politique
London: Macmillan.

No names specified ().

.

No names specified ().

PhD thesis.

No names specified ().

PhD thesis.

No names specified ().

.

No names specified ().

.

[1]