activity
20002011
most citedGibrat's law for cities: uniformly most powerful unbiased test of the Pareto against the lognormal

184 citations · 1.1k across the 17 of their papers we have counts for

collaborators

17 papers

physics.data-an2011★ 68 cited

Robust Statistical Tests of Dragon-Kings beyond Power Law Distributions

V. F. Pisarenko, D. Sornette

We ask the question whether it is possible to diagnose the existence of "Dragon-Kings" (DK), namely anomalous observations compared to a power law background distribution of event…

physics.data-an2010★ 3 cited

On the Correct Use of Statistical Tests: Reply to "Lies, damned lies and statistics (in Geology)"

D. Sornette, V. Pisarenko

In a Forum published in EOS Transactions AGU (2009) entitled "Lies, damned lies and statistics (in Geology)", Vermeesch (2009) claims that "statistical significant is not the same…

physics.data-an2009★ 184 cited

Gibrat's law for cities: uniformly most powerful unbiased test of the Pareto against the lognormal

Y. Malevergne, V. Pisarenko, D. Sornette

We address the general problem of testing a power law distribution versus a log-normal distribution in statistical data. This general problem is illustrated on the distribution of…

physics.geo-ph2009★ 37 cited

Distribution of Maximum Earthquake Magnitudes in Future Time Intervals, Application to the Seismicity of Japan (1923-2007)

V. F. Pisarenko, D. Sornette, M. V. Rodkin

We modify the new method for the statistical estimation of the tail distribution of earthquake seismic moments introduced by Pisarenko et al. [2009] and apply it to the earthquake…

physics.geo-ph2008★ 2 cited

Characterization of the tail of the distribution of earthquake magnitudes by combining the GEV and GPD descriptions of Extreme Value Theory

V. F. Pisarenko, A. Sornette, D. Sornette +1

We present a generic and powerful approach to study the statistics of extreme phenomena (meteorology, finance, biology...) that we apply to the statistical estimation of the tail o…

physics.data-an2007★ 13 cited

Properties of a simple bilinear stochastic model: estimation and predictability

D. Sornette, V. F. Pisarenko

We analyze the properties of arguably the simplest bilinear stochastic multiplicative process, proposed as a model of financial returns and of other complex systems combining both…