Home Page
Curriculum Vitae
Teaching
Talks |
Publications by topic
Click here to see
publications by date
Hierarchical (aggregation/branching) models
-
Zanardo, S., I. Zaliapin, and E. Foufoula-Georgiou (2013)
Are American rivers Tokunaga self-similar?
New results on river network topology and its climatic dependence.
J. Geophys. Res., 118, 1-18, doi:10.1002/jgrf.20029
[PDF, 2.1 M]
-
Zaliapin, I. and Y. Kovchegov (2012)
Tokunaga and Horton self-similarity for level set trees of Markov chains.
Chaos, Solitons, and Fractals, 45, 358-372.
[PDF 620K]
-
Gabrielov, A., V. Keilis-Borok, S. Olsen,
and I. Zaliapin (2013) Predictability of extreme events in a branching diffusion
model. [PDF, 250 Kb]
-
Zaliapin, I.,
E. Foufoula-Georgiou, and M. Ghil (2009) Transport on river networks: A dynamical
approach. J. Geophys. Res., 115, F00A15, doi:10.1029/2009JF001281 [PDF,500Kb]
arXiv:0902.1554v1
-
Gabrielov, A., V.
Keilis-Borok, Y. Sinai, and I. Zaliapin (2008) Statistical properties
of the cluster dynamics of the systems of statistical mechanics. ESI
Lecture Notes in Mathematics and Physics: Boltzmann's Legacy, European Mathematical Society,
G. Gallavotti, W. Reiter and J. Yngvason (Eds.), 203-216 [PDF,
0.5M]
-
Zaliapin, I.,
H. Wong, and A. Gabrielov (2006) Hierarchical Aggregation in Percolation
Model, Tectonophysics, 413, 93-107. [PDF, 0.8M]
-
Zaliapin, I.,
H. Wong, and A.
Gabrielov (2005) Inverse cascade in percolation model: Hierarchical
description of time-dependent scaling. Phys. Rev. E, 71, 066118.
[PDF, 0.8M]
-
Zaliapin, I.,
Keilis-Borok, V., and Ghil M. (2003) A Boolean Delay Model of Colliding
Cascades. I: Multiple Seismic Regimes. J. Stat. Phys., 111, 3-4,
815-837. [PDF, 1.6M]
-
Zaliapin, I.,
Keilis-Borok, V., and
Ghil M. (2003) A Boolean Delay Model of Colliding Cascades. II: Prediction of
Critical Transitions. J. Stat. Phys., 111, 3-4, 839-861. [PDF,
0.7M]
-
Gabrielov, A. M.,
Keilis-Borok, V. I., Zaliapin I. V., and Newman W. I. (2000)
Critical transitions in colliding cascades. Phys. Rev. E, 62,
237-249. [PDF, 1.1M]
-
Gabrielov, A. M.,
Zaliapin I. V., Keilis-Borok, V. I., and Newman W. I. (2000) Colliding
Cascades as a Model for Earthquake Prediction. Geophys. J. Int., 143,
427-437. [PDF, 0.4M]
Computational finance
-
Cvitanic, J., B.
Rozovskii, and
I. Zaliapin
(2006) Numerical estimation of volatility values from discretely
observed diffusion data, Comp. Finance. 9(4), 1-36.
[PDF,
1.9M]
-
Cvitanic, J., R. Liptser,
B. Rozovskii, and
I. Zaliapin
(2005) Filtering volatility from data observed at random time intervals,
Proceedings of
the 7th Workshop on Stochastic Numerics, Research Institute for Mathematical
sciences, Kyoto
University, Japan, pp. 1-25. [PDF, 1.4M]
Climate dynamics
-
Ghil, M. and I. Zaliapin
(2012) El Nino/Southern Oscillation: Impacts, Modeling and Forecasts,
In Encyclopedia of Natural Hazards, P. Bobrowsky (Ed.), Springer.
-
Zaliapin I. and M. Ghil (2011)
Reply to Roe and Baker's comment on "Another look at climate sensitivity" by Zaliapin and Ghil (2010)
Nonlin. Processes Geophys., 18, 129-131.
[PDF, 0.2Mb]
-
Zaliapin I. and M. Ghil (2010) Another look at climate sensitivity.
Nonlin. Processes Geophys., 17, 113-122.
[PDF, 0.7Mb]
-
Zaliapin, I. and M. Ghil (2010) A delay differential model of ENSO variability, Part 2:
Phase locking, multiple solutions, and dynamics of extrema.
Nonlin. Processes Geophys., 17, 113-122.
[PDF, 2.0Mb]
- Ghil, M., I.
Zaliapin, and S. Thompson (2008) A delay differential model of ENSO
variability: parametric instability and the distribution of extremes.
Nonlin. Proc. Geophys., 15, 417-433, 2008. [PDF,
1.5M]
Statistical seismology
-
Zaliapin, I. and Y. Ben-Zion (2013a)
Earthquake clusters in southern California, I: Identification and stability. In review.
[PDF, 2.1 M]
-
Zaliapin, I. and Y. Ben-Zion (2013b)
Earthquake clusters in southern California, II: Classification and
relation to physical properties of the crust. In review.
[PDF, 1.5 M]
-
Zaliapin, I. and Y. Ben-Zion (2011)
Asymmetric distribution of early aftershocks on large faults in California.
Geophys. J. Intl., 185, 1288-1304.
[PDF, 1.9Mb]
- Zaliapin, I.,
A. Gabrielov, V. Keilis-Borok, and H. Wong (2008) Clustering analysis of
seismicity and aftershock identification. Phys. Rev. Lett., 101,
018501. doi:10.1103/PhysRevLett.101.018501.
[PDF, 1M]
- Keilis-Borok, V., P.
Shebalin, A. Gabrielov, D. Turcotte, and
I. Zaliapin
(2006). Short-term earthquake prediction by reverse analysis of lithosphere
dynamics. Tectonophysics, 413, 63-75. [PDF,
0.8M]
- Keilis-Borok, V., A.
Soloviev, A. Gabrielov, and I. Zaliapin (2006) Change of scaling before
extreme events in complex systems. Pontificae Academiae Scientiarum,
Acta 19, The Proceedings of the Plenary Session on Predictability in Science:
Accuracy and Limitations, 3-6 November 2006, pp. 37-45.
- Zaliapin, I.,
A. Jin, Z. Liu, K.
Aki, and V. Keilis-Borok (2005) Temporal (un)correlations between coda
Q-1 and seismicity -- Multiscale Trend Analysis. Pure. Appl.
Geophys., 162, 827-841. [PDF,
0.5M]
- Shebalin, P., V.
Keilis-Borok, I. Zaliapin,
S. Uyeda, T.
Nagao, and N. Tsybin (2004) Advance short-term prediction of the large
Tokachi-oki earthquake, September 25, 2003, M=8.1 A case history,
Earth Planets Space,
56, 715-724. [PDF,
0.6M]
- Grasso, J.-R. and I.
Zaliapin
(2004)
Predictability of volcano eruption: lessons from a basaltic effusive volcano.
Geophys. Res. Lett. 31, No. 5, L05602, doi:
10.1029/2003GL019022. [PDF, 0.2M]
- Keilis-Borok, V., P.
Shebalin, and I. Zaliapin (2002) Premonitory Patterns of Seismicity
Months Before a Large Earthquake: Five Case Histories in Southern California.
Proc. Nat. Ac. Sci., 99, 16562-16567. [PDF,
0.6M]
- Zaliapin, I.,
Z. Liu, G. Zoller, V.
Keilis-Borok, and D. Turcotte (2002) On increase of earthquake correlation
length prior to large earthquakes in California. Comp. Seismol., 33,
141-161. [PDF, 1.8M]
- Zaliapin, I.,
Keilis-Borok, V., and
Axen G. (2002) Premonitory Spreading of Seismicity Over the Fault Network in
S. California: precursor Accord, J. Geophys. Res., 107,
2221. [PDF, 1M]
- Peresan, A., Rotwain, I.,
Zaliapin I.,
and
Panza. G. F. (2002) Stability of intermediate-term earthquake predictions with
respect to random errors in magnitude: the case of Central Italy, Phys.
Earth Planet. Int., 130, 117-127. [PDF,
0.3M]
- Shebalin P.,
I. Zaliapin,
and V.
Keilis-Borok (2000) Premonitory raise of the earthquakes correlation
range: Lesser Antilles, Phys. Earth Planet. Int., 122: 3-4,
241-249. [PDF, 0.5M]
- Pisarenko, V. F.,
Zaliapin,
I.
V., Kuznetsov,
I. V., Lyubushin, A. A., Kushnir A. F., and Rukavishnikova, T. A. (2000)
Applied analysis of point processes and fields. Statistical analysis of
seismic migration. Comp. Seismol. 31. (In Russian).
Hydrology
-
Zanardo, S., I. Zaliapin, and E. Foufoula-Georgiou (2012)
Are American rivers Tokunaga self-similar?
New results on river network topology and its climatic dependence. In review.
[PDF, 4.3 M]
-
Zaliapin, I.,
E. Foufoula-Georgiou, and M. Ghil (2009) Transport on river networks: A dynamical
approach. J. Geophys. Res., 115, F00A15, doi:10.1029/2009JF001281 [PDF,500Kb]
arXiv:0902.1554v1
- Pisarenko, V. F., A. A.
Lyubushin, M. V. Bolgov, T. A. Rukavishnikova, S. Kanyu, M. F. Kanevskii, E.
A. Savelieva, V. V. Demyanov, and I. V. Zaliapin (2005) Statistical
Methods for River Runoff Prediction. Water Resources, 32, 2, 115-126.
Bio-statistics
-
Ikeda, K. et al. (2011)
CK1 activates minus-end directed transport of membrane organelles along microtubules.
Molecular Biology of the Cell, 22, 1321-1329
[PDF, 2.2Mb]
- Lomakin, A. J., I. Semenova, I. Zaliapin, P. Kraikivski, E. Nadezhdina,
B. M. Slepchenko, A. Akhmanova, and V. Rodionov (2009)
Clip-170-dependent capture of membrane organelles by microtubules initiates
minus-end directed transport, Developmental Cell, 17, 1-11, doi:10.1016/j.devcel.2009.07.010.
- Semenova, I., A. Burakov,
N. Berardone, I. Zaliapin, T. Svitkina, A. Kashina, and V. Rodionov
(2008) Actin dynamics is essential for myosin-based transport of membrane
organelles. Current Biology, 18, 1-6. doi:
10.1016/j.cub.2008.08.070
- Slepchenko, B., I. Semenova,
I. Zaliapin, and V. Rodionov (2007) Switching of membrane organelles
between cytoskeletal transport systems is determined by regulation of the
microtubule-based transport, J. Cell Bio., doi : 10.1083/jcb.200705146. [PDF,
1.5M]
- Zaliapin, I.,
I.
Semenova, A. Kashina, V. Rodionov (2005)
Multiscale trend analysis
of microtubule transport in melanophores. Biophysical J., 88(6):
4008-4016, 2005 [PDF, 0.4M]
- Kashina, A., I. Semenova,
P. Ivanov, E. Potekhina,
I. Zaliapin,
and V. Rodionov (2004)
Protein kinase A that regulates intracellular transport forms complexes with
molecular motors on organelles. Current Biology, 14, 1-20. [PDF,
2.5M]
Methodology
-
Zaliapin, I. and Y. Kovchegov (2012)
Tokunaga and Horton self-similarity for level set trees of Markov chains.
Chaos, Solitons, and Fractals, 45, 358-372.
[PDF 620K]
-
Ghil et al. (2011)
Extreme events: Dynamics, statistics and prediction.
Nonlin. Processes Geophys., 18, 295-350.
[PDF, 4.3Mb]
-
Ghil, M., I. Zaliapin,
and B. Coluzzi (2008) Boolean Delay Equations: A Simple Way of Looking at
Complex Systems. Physica D, 237, 2967-2986.
doi:10.1016/j.physd.2008.07.006,
arXiv:nlin/0612047 [PDF, 3.7M]
-
Ghil, M., et I.
Zaliapin (2006) Une nouvelle source de fractales: les équations booléennes
avec retard, et leurs applications aux sciences de la planète, in
L'irruption des géométries fractales dans les sciences, Une apologie de
l'oeuvre de Benoît Mandelbrot, Editions de l'Académie Européenne
Interdisciplinaire des Sciences, Paris, pp. 161-187. (In French) [PDF,
4M]
-
Zaliapin, I.,
Y. Kagan, and F.
Schoenberg (2005) Approximating the distribution of Pareto sums.
Pure. Appl. Geophys., 162, 1187-1228. [PDF,
0.8M]
-
Zaliapin, I.,
A. Gabrielov, and V.
Keilis-Borok (2004) Multiscale Trend Analysis. Fractals, 12 (3),
275-292. [PDF, 1.6M]
-
Zaliapin, I. V.
Statistical analysis of point fields and its application to the problem of
detecting seismic migration. Ph.D. thesis. International Institute of
Earthquake Prediction Theory and Mathematical Geophysics, Russian Ac. Sci.,
Moscow. (In Russian), 1999.
-
Zaliapin, I. V.,
and Pisarenko, V. F.
(1999) On some properties of the estimation of the coefficient of variation of
a point process’ intercurrence times. Proc. of
Chelyabinsk Sci. Center
3, 6-10. (In Russian). [PDF, 0.1M]
-
Zaliapin, I. V.,
Kuznetsov I. V., and
Pisarenko, V. F. (1998) Estimation of voting results under existence of
interrelations of respondents’ opinions. Proc. of
Chelyabinsk Sci. Center
1, 99-108. (In Russian).
|