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GENERALIZED HYPERBOLIC LAWS AS LIMIT DISTRIBUTIONS FOR RANDOM SUMS

Элементы 1—8 из 8.

ID	Название публикации	Год
4326	MODELLING STOCK ORDER FLOWS WITH NON-HOMOGENEOUS INTENSITIES FROM HIGH-FREQUENCY DATA	2013
6647	ON CONVERGENCE OF THE DISTRIBUTIONS OF RANDOM SUMS AND STATISTICS CONSTRUCTED FROM SAMPLES WITH RANDOM SIZES TO EXPONENTIAL POWER LAWS	2014
7069	VARIANCE-MEAN MIXTURES AS ASYMPTOTIC APPROXIMATIONS	2014
8984	MODELING HIGH-FREQUENCY ORDER FLOW IMBALANCE BY FUNCTIONAL LIMIT THEOREMS FOR TWO-SIDED RISK PROCESSES	2015
10182	ON THE CONVERGENCE OF DISTRIBUTIONS OF STATISTICS CONSTRUCTED FROM SAMPLES OF RANDOM SIZE TO A MULTIVARIATE GENERALIZED VARIANCE-GAMMA DISTRIBUTIONS	2015
10186	LIMIT THEOREMS FOR STATISTICS WITH RANDOM SAMPLE SIZES	2015
12420	SOME FUNCTIONAL LIMIT THEOREMS FOR COMPOUND COX PROCESSES	2016
12432	A NOTE ON FUNCTIONAL LIMIT THEOREMS FOR COMPOUND COX PROCESSES	2016