Vladimir Filimonov
Vladimir Filimonov
Senior Researcher, ETH Zurich, D-MTEC
Verified email at ethz.ch - Homepage
Title
Cited by
Cited by
Year
Quantifying reflexivity in financial markets: Toward a prediction of flash crashes
V Filimonov, D Sornette
Physical Review E 85 (5), 056108, 2012
2292012
A stable and robust calibration scheme of the log-periodic power law model
V Filimonov, D Sornette
Physica A: Statistical Mechanics and its Applications 392 (17), 3698-3707, 2013
1152013
Apparent criticality and calibration issues in the Hawkes self-excited point process model: application to high-frequency financial data
V Filimonov, D Sornette
Quantitative Finance 15 (8), 1293-1314, 2015
962015
Quantification of the High Level of Endogeneity and of Structural Regime Shifts in Commodity Markets
V Filimonov, D Bicchetti, N Maystre, D Sornette
Journal of International Money and Finance, 2013
702013
Real-time prediction and post-mortem analysis of the Shanghai 2015 stock market bubble and crash
D Sornette, G Demos, Q Zhang, P Cauwels, V Filimonov, Q Zhang
Swiss Finance Institute Research Paper, 2015
562015
Self-excited multifractal dynamics
V Filimonov, D Sornette
EPL (Europhysics Letters) 94 (4), 46003, 2011
332011
Modified profile likelihood inference and interval forecast of the burst of financial bubbles
V Filimonov, G Demos, D Sornette
Quantitative finance 17 (8), 1167-1186, 2017
322017
Power law scaling and “Dragon-Kings” in distributions of intraday financial drawdowns
V Filimonov, D Sornette
Chaos, Solitons & Fractals 74, 27-45, 2015
312015
The Hawkes process with renewal immigration & its estimation with an EM algorithm
S Wheatley, V Filimonov, D Sornette
Computational Statistics & Data Analysis 94, 120-135, 2016
262016
Views to a war: systematic differences in media and military reporting of the war in Iraq
K Donnay, V Filimonov
EPJ Data Science 3, 1-29, 2014
162014
Effective measure of endogeneity for the Autoregressive Conditional Duration point processes via mapping to the self-excited Hawkes process
V Filimonov, S Wheatley, D Sornette
Communications in Nonlinear Science and Numerical Simulation 22 (1-3), 23-37, 2015
142015
On the spectrum of multifractal diffusion process
AI Saichev, VA Filimonov
Journal of Experimental and Theoretical Physics 105 (5), 1085-1093, 2007
142007
Estimation of the Hawkes process with renewal immigration using the EM algorithm
S Wheatley, V Filimonov, D Sornette
Swiss Finance Institute Research Paper, 2014
92014
Spurious trend switching phenomena in financial markets
V Filimonov, D Sornette
The European Physical Journal B 85 (5), 1-5, 2012
92012
Detection of intensity bursts using Hawkes processes: An application to high-frequency financial data
M Rambaldi, V Filimonov, F Lillo
Physical Review E 97 (3), 032318, 2018
82018
Numerical simulation of the realizations and spectra of a quasi-multifractal diffusion process
AI Saichev, VA Filimonov
JETP Letters 87 (9), 506-510, 2008
72008
Quasioptimal estimation of GNSS signal parameters in coherent reception mode using sigma-point Kalman filter
VV Shavrin, VI Tislenko, VY Lebedev, AS Konakov, VA Filimonov, ...
Gyroscopy and Navigation 8 (1), 24-30, 2017
62017
Superionic conductivity of tetragonal ZnP2 and CdP2
VP Novikov, AU Sheleg, VA Filimonov
Fiz. Tverd. Tela (Leningrad) 26 (11), 132-137, 1984
61984
Bridge homogeneous volatility estimators
A Saichev, D Sornette, V Filimonov, F Corsi
Quantitative Finance 14 (1), 87-99, 2014
5*2014
Most efficient homogeneous volatility estimators
A Saichev, D Sornette, V Filimonov
arXiv preprint arXiv:0908.1677, 2009
52009
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