搜索结果: 1-15 共查到“理论统计学 Some remarks”相关记录15条 . 查询时间(0.062 秒)
A Rejoinder to Mackintosh and some Remarks on the Concept of General Intelligence
Rejoinder Mackintosh Concept General Intelligence
2010/4/30
In 2000 Nicholas J. Mackintosh (2000) published an article in Nature referring to
the concept of general intelligence (“g”) claiming that there is clear empirical
evidence for the existence of the g...
In this note we give a new characterization of Banach
spaces of stable type.
Some remarks on Gaussian measures in Banach spaces
Some remarks Gaussian measures Banach spaces
2009/9/24
Some remarks on Gaussian measures in Banach spaces。
Remarks on Banach spaces of S-cotype p。
Remarks on Levy measures and domains of attraction in Banach spaces
Levy measures domains of attraction in Banach spaces
2009/9/23
A supplementary characterization of Banach spaces
in terms of conditions on the tail behavior of L h y measurcs is given.
A criterion for attraction to a stable law in the operator setting IS
prove...
Remarks on Banach spaces of S-cotype p。
Remarks on the positivity of densities of stable laws
Remarks the positivity of densities stable laws
2009/9/23
Remarks on the positivity of densities of stable laws。
some remarks on measures with n-dimensional versions
some remarks measures with n-dimensional versions
2009/9/23
some remarks on measures with n-dimensional versions。
Some remarks on J(o)-regularity and J(o)-singularity of q-variate stationary processes
Some remarks on J(o)-regularity J(o)-singularity q-variate stationary processes
2009/9/22
We give a new proof of Makagon's and Weron's criterion
for Jo-regularity (see [4], Theorem 5.3), and discuss some
conditions of Jo-singularity of q-variate stationary processes.
Some remarks on S alpha S,beta - substable random vectors
Symmetric u-stable vector substable distributions spectral measure
2009/9/21
An SorS random vector X is pserbstable, or < fl d 2,
if X: YeiM for some symmetric /?-stable random vector Y, 8 3 0
a random variable with the Laplace transform exp {-@), Y and
B are independent. W...
Remarks about the Dugué problem
Dugue problem arithmetics of probability measures characteristic functions
2009/9/21
The paper presents some new results of the Duguk
problem of finding the characteristic functions 4, and #J, such that
[l-c)91 +c$2 = 4 1 4 2 , 0 < C < 1.
Some remarks on the almost sure central limmit theorem for independent random variables
Functional centraI limit theorem almost sure version of the functional central limit theorem
2009/9/21
The purpose of this paper is the proof of an almost sure
central limit theorem for subsequences. We obtain an almost sure
convergence limit theorem for independent nonidentically distributed
random...
SOME REMARKS ON THE CENTRAL LIMIT THEOREM FOR FUNCTIONALS OF LINEAR PROCESSES UNDER SHORT-RANGE DEPENDENCE
Central limit theorem, linear process time series short-range dependence Markov chain
2009/9/18
In this paper we consider the central limit theorems for
functionals G: R"' -, R of one-sided m-dimensional linear processes
X, = xr= A, 2,-, , where A, is a nonrandom matrix m x in and 2,'s are
i....
SOME REMARKS ON THE MAXIMUM OF A ONE-DIMENSIONAL DIFFUSION PROCESS
Diffusion process Brownian motion firstcrossing time random time-change
2009/9/18
For a certain class of one-dimensional diffusions X(t); we
study the distribution of maxt2[0;T ] X(t) and the distribution of the first instant
at whichX(t) attains the maximum by reducingX(t) to Br...
Some Remarks on the Heat Flow for Functions and Forms
Heat semigroup heat equation Brownian motion damped parallel translation Ricci curvature
2009/5/8
This note is concerned with the differentiation of heat semigroups on Riemannian manifolds. In particular, the relation $dP_tf=P_tdf$ is investigated for the semigroup generated by the Laplacian with ...