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1
Large Deviations for Discrete-Time Processes with Averaging
Vsp;Walter de Gruyter;Vision Sports Publishing
O. V. Gulinsky
,
A. Yu Veretennikov
,
A. Yu Veretennikov
exp
theorem
function
deviations
lemma
deviation
principle
processes
veretennikov
denote
gulinsky
exists
random
inequality
freidlin
stationary
limit
consider
limsup
markov
define
proved
probability
cramer
prove
satisfied
assume
continuous
rate
stochastic
wentzell
ехр
liminf
compact
functions
bounded
measures
variables
w.r.t
finite
differentiable
defined
convex
averaging
mixing
values
implies
markovian
recursive
step
年:
1993
语言:
english
文件:
DJVU, 1.63 MB
您的标签:
0
/
0
english, 1993
2
Large deviations for discrete-time processes with averaging
VSP
Veretennikov
,
A. Yu
,
Gulinsky
,
O. V.
exp
theorem
function
deviations
lemma
deviation
processes
principle
veretennikov
denote
exists
gulinsky
random
inequality
limsup
stationary
limit
consider
freidlin
markov
define
proved
probability
prove
satisfied
assume
rate
stochastic
wentzell
continuous
compact
functions
liminf
measures
variables
w.r.t
bounded
differentiable
finite
defined
convex
cramer’s
averaging
mixing
values
implies
markovian
recursive
step
satisfies
年:
1993
语言:
english
文件:
PDF, 7.66 MB
您的标签:
0
/
0
english, 1993
3
Large deviations for discrete-time processes with averaging
VSP
Veretennikov
,
A. Yu
,
Gulinsky
,
O. V.
exp
theorem
function
deviations
lemma
deviation
processes
principle
veretennikov
denote
exists
gulinsky
random
inequality
limsup
stationary
limit
consider
markov
freidlin
define
proved
probability
prove
satisfied
assume
rate
stochastic
wentzell
continuous
compact
functions
measures
variables
w.r.t
bounded
finite
liminf
differentiable
defined
convex
cramer’s
averaging
mixing
markovian
values
implies
recursive
step
satisfies
年:
1993
语言:
english
文件:
DJVU, 1.66 MB
您的标签:
0
/
0
english, 1993
4
Large Deviations for Discrete-Time Processes with Averaging
De Gruyter
O. V. Gulinsky
,
A. Yu. Veretennikov
exp
theorem
function
deviations
lemma
deviation
principle
processes
veretennikov
exists
denote
random
gulinsky
freidlin
inequality
stationary
limit
consider
limsup
markov
define
proved
probability
satisfied
prove
continuous
rate
stochastic
assume
cramer
wentzell
compact
functions
liminf
measures
variables
w.r.t
bounded
finite
defined
convex
averaging
mixing
differentiable
values
implies
markovian
recursive
step
satisfies
年:
1993
语言:
english
文件:
PDF, 14.50 MB
您的标签:
0
/
0
english, 1993
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