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We assume that the system (5) has the
solution on the set
;
. Let
and
satisfy
the conditions (4),
where
and
be the
solution of (5). Then
and
since
is a monotonously
decreasing function of the emission. Since
then
, therefore,
.
On the other hand,
,
i.e.,
is not a minimal
value of
. In exactly the same way the case
is
considered and the analogous statement is proved for the
actor B.
Next: Sufficiency.
Up: Equilibrium is a principle
Previous: Equilibrium is a principle
Werner von Bloh (Data & Computation)
Thu Jul 13 15:46:47 MEST 2000