, , , . - , , , , .
.
. , , . (), , (, , ). , ( ), ( ) ..
n ( n(n 1) n ). ,
Z = (Z1, Z2, Z3, , Zk, , Zm). (1.5)
, .
. (, 1000 ).
Z () .
. (, s1 →s2 →s3 →...), , . , () . , - , .
s(t) = [s(t 1), y(t), x(t)].
. ( ) . .
. , ( ) . , .
, , . . .
. .
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i () (. 2).
, , .., . (X) () r , X = (x1, x2, x3, , xk, , xr).
yi () . , .
, .
, ( ). . . , .
. . ( ). ( ). ( ) , .. , , .
() , () .
Z(t) t X(t)
Z(t) = Fc [X(t)], Fc ( ).
Z(t) t Z(t 1), Z(t 2), , .. ()
Z(t) = Fc [X(t), Z(t 1), Z(t 2),...]. (6)
X(t) Y(t) , , Y(t) = F [X(t)], F .
.
X(t), () Z(t 1), Z(t 2),..., Y(t) = F [X(t), Z(t), Z(t 1), Z(t 2),..., Z(t v)]. (7)
( ).
.
. , v () . .
. :
, . , t w x Ì X. t , tÎ. X [] = w(x).
, . (). , , Y[X] = γ(X).
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( ) , .