Information Technology Reference
In-Depth Information
obs 1 = COORD(obs o ).
While some relational fine structure is (clearly) lost in this compression,
gained, however, may be an easiness by which the progression of events,
suggested on the last lined page of 62 op. cit. and copied here can now be
watched.
Obs. S(n)
Coord. S(n)
Coord. O(n)
Obs. O(n)
Obs. S(n+1)
Coord. S(n+1)
Obs. O(n+1)
Coord. O(n+1)
Obs. S(n+2)
Coord. S(n+2)
Obs. O(n+2)
Coord. O(n+2)
etc.
etc.
Allow the operator COORD to operate on the previous outcome to give
obs 2 = COORD(obs 1 ) = COORD(COORD(obs o ))
(2)
and (recursively) after n steps
(obs o )))..),
obs n = COORD(COORD(COORD(. . . . . . . . . . .
n times
(3)
n times
or by notational abbreviation
obs n = COORD (n) (obs o ).
(4)
By this notational abbreviation it is suggested that also functionally
COORD
COORD COORD
COORD
obs o
obs n
. . . . . . . . . . .
n times
can be replaced by
obs o
obs n
COORD n
*****
Let n grow without limit (n Æ•):
()
(
)
obs
=
lim
COORD
n
obs
(5)
o
n
Æ•
Search WWH ::




Custom Search