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. ,
X n
n
l.i.m. !1 (w(t ) ; w(t ; )) = t: k k �
�
(22)
k��
2
k = (w(tk ) ; w(tk;� ))� ; (tk ; tk;� ) k = 1 ::: n:
,
X(w(t ) ; w(t ; )) ; t = X
n
k k �
�
n
k
k�� k��
k , Mk = 0,
Dk = M(w(tk ) ; w(tk;�))� ; (tk ; tk;�)� = 2(tk ; tk;�)�
, , "
0 � M� = 3�. 2
M(
X ) = 2 X(t ; t ; )
n
k
�
n
k k �
�
2O
X(t ; t ; ) = 2Ot ! 0
n
k k �
k�� k�� k��
.. (22) . 2, (21) (22),
Z w(s)dw(s) = 1 (w (t) ; t ):
t
� �
(23)
�
2
����� �������������� ������������
G , ) (t) ( -
d (t) = a(t)dt + b(t)dw(t) (24)
a(t) = a(t (t)), b(t) = b(t (t)) {
),
Z Z t
(t) = (t ) + a(s)ds + b(s)dw(s)
t
t t� (25)
�
t� t�
" .
Z qMa (t) dt ! 0 Z qMb (t) dt ! 0
s�h
�
s�h
�
s s
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