Power laws and long memory

Quantitative Finance

Volumn 1, Issue 6, 2001, Pages 560-562

  Lux, Thomas ^a  

^a UNIVERSITY OF KIEL   (Germany)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 85008852505     PISSN: 14697688     EISSN: 14697696     Source Type: Journal    
DOI: 10.1080/713666000     Document Type: Note

References (16)

1. Alvarano S and Lux T 2001 A simple model of herd behaviour with realistic time series properties University of Kiel Manuscript
2. Andersson M, Eklund B and Lyhagen J 1999 A simple linear time series model with misleading nonlinear properties Econ. Lett. 65 281–4
3. Avnir D, Biham O, Lidar D and Malcai O 1998 Is the geometry of nature fractal? Science 279 39–40
4. Baviera R, Biferale L, Mantegna R N and Vulpiani A 1998 Transient multiaffine behaviors in ARCH and GARCH processes Paper presented at the International Workshop on Econophysics and Statistical Finance, 28–30 September 1998 Palermo, Italy.
5. Berthelsen C L, Glazier J A and Raghavachari S 1994 Effective multifractal spectrum of a random walk Phys. Rev. E 49 1860–4
6. Bouchaud J-P, Potters M and Meyer M 2000 Apparent multifractality in financial time series Euro. Phys. J. B 13 595–9
7. Drees H and Kaufman E 1998 Selecting the optimal sample fraction in univariate extreme value estimation Stochastic Processes Applications 75 149–72
8. Geweke J and Porter-Hudak S 1983 The estimation and application of long-memory time series models J. Time Series Analysis 4 221–38
9. Gielens G, Straetmans S and de Vries C 1996 Fat-tail distributions and local thin-tail alternatives Communications in Statistics: Theory and Methods 25 705–10
10. Granger C W and Teräsvirta T 1999 A simple nonlinear time series model with misleading linear properties Econ. Lett. 62 161–5
11. Crato N and de Lima P 1994 Long-range dependence in the conditional variance of stock returns Econ. Lett. 45 281–5
12. LeBaron B 2001 Stochastic volatility as a simple generator of apparent financial power laws and long memory Quantitative Finance 1 621–31
13. Lux T 2001a The limiting extremal behaviour of speculative returns: an analysis of intra-daily data from the frankfurt stock exchange Appl. Financial Econ. 11 299–315
14. Lux T 2001b Turbulence in financial markets: the surprising explanatory power of simple cascade models Quantitative Finance 1 632–40
15. McCulloch J H 1997 Measuring tail thickness in order to estimate the stable index: a critique J. Business Economics Statistics 15 74–81
16. Samanidou E, Zchischang E, Lux T and Stauffer D 2001 Microscopic models of financial markets ed F Schweitzer Microscopic Models in Economics (Berlin: Springer)