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Zapiski Nauchnykh Seminarov POMI
Tome 368 (2009)
Précédent
Suivant
Probability and statistics. Part 15
From editors
A. N. Borodin
;
A. Yu. Zaitsev
;
I. A. Ibragimov
;
M. A. Lifshits
p. 5-6
Goodness-of-fit for the Cox model from left truncated and right censored data
V. Bagdonavičius
;
R. Levuliené
;
M. S. Nikulin
p. 7-19
Probabilistic approach to solution of nonlinear PDEs arising in financial mathematics
Ya. I. Belopolskaya
p. 20-52
Samples without replacement: one property of distribution of range
A. Berred
;
V. B. Nevzorov
p. 53-58
On a theorem of V. N. Sudakov on typical distributions
S. G. Bobkov
p. 59-74
Distributions of the location of the maximum and minimum for diffusions with jumps
A. N. Borodin
p. 75-94
On asymptotic efficiency of exponentiality tests based on Rossberg's characterization
K. Yu. Volkova
p. 95-109
Rates of approximation in the multidimensional invariance principle for sums of i.i.d. random vectors with finite moments
F. Götze
;
A. Yu. Zaitsev
p. 110-121
Homoclinic processes and invariant measures for hyperbolic toral automorphisms
M. I. Gordin
p. 122-129
The measure preserving transformations of the jump Lévy process
S. S. Gribkova
p. 130-140
On adaptive estimation of probability density functions
I. A. Ibragimov
p. 141-155
Adaptive detection of functions of large number of variables
Yu. I. Ingster
;
I. A. Suslina
p. 156-170
On Haar expansion of Riemann–Liouville process in a critical case
M. A. Lifshits
p. 171-180
Minimax risk for quadratically convex sets
S. V. Reshetov
p. 181-189
Small deviations of the maximal element of a sequence of independent variables with smooth weights
L. V. Rozovsky
p. 190-200
The theorems about stochastic integral distributions convergence to signed measures and the local limit theorems for large deviations
N. V. Smorodina
;
M. M. Faddeev
p. 201-228
On asymptotic behaviour of probabilities of large and moderate deviations for some iterated stochastic processes
A. N. Frolov
p. 229-242
On Markov diffusion processes with delayed reflection from interval's boundary
B. P. Harlamov
p. 243-267
A characterization and a class of omnibus tests for the exponential distribution based on the empirical characteristic function
N. Henze
;
S. G. Meintanis
p. 268-281