"Anon." 

> >> JE:-
> >>(2) Do you agree that totals, that represent
> >>constant terms and therefore maximands must 
> >>exist for any idea to be reasonable? 

> > NAS:-
> > How can a constant be maximised?

> BOH:- 
> Trivially?  :-)
> You can gain extra marks by showing that the maximand of a constant is 
> also its minimand.

JE:-
Mathematics alone, cannot distinguish
between them. This is why mathematics
is NOT a science.

No minimand of fitness could ever
be selected for. It would be the
height of absurdity to suggest that
nature is a struugle to minimise
fitness so that fitness is always
reduced, no exceptions. 

Regards,

John Edser
Independent Researcher

PO Box 266
Church Pt
NSW 2105
Australia

edser{at}tpg.com.au
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