[sci.misc] No Limits to Growth

tim@ism780c.UUCP (03/25/87)

Note: I have redirected followups to sci.misc, since this has little
to do directly with misc.kids anymore.

A fun thing to do is to pick some population limit, and see how long 
it would take to reach it.  Let's assume a 1% annual growth rate.
The last time I checked ( which was quite a while ago, the growth
rate was higher than this.  I have no idea what it is now. )

Let's start with a fairly low limit: the entire surface of Earth,
including the oceans, packed with people to a density of one person
per square foot.  This would take about 1400 years.

Let's go a bit farther.  The entir volume of the Earth replaced with
people.  This would take less than 2800 years.

Let's get really silly now.  How long until we have so many people
that the amount of space occupied by people is expanding at the
speed of light?  About 11,000 years.  Does anyone want to argue
that this is not an upper bound on human population?

Another interesting one to calculate is how long it would take to
fill the galaxy, assuming each star has a few planets that we can
make into habitable places.  It is on the order of 4000 years.
Note that without faster than light travel, this won't work.

It seems pretty clear that we can't maintain a 1% population growth
rate forever.  It will have to be slowed down.  The only question is
how.  The death rate can be increased, or the birth rate can be
decreased, or both.

Any comments?  Anyone see any holes in this analysis?
-- 
Tim Smith                               Welcome to Wackyland
uucp: sdcrdcf!ism780!tim                "It can happen here"
Compuserve: 72257,3706                  Pop: 100 nuts and a squirrel
Delphi or GEnie: mnementh

lambert@mcvax.UUCP (03/26/87)

In article <5818@ism780c.UUCP> tim@ism780c.UUCP (Tim Smith) writes:
> Note: I have redirected followups to sci.misc, since this has little
> to do directly with misc.kids anymore.

Aren't there any sci.kids?

> A fun thing to do is to pick some population limit, and see how long 
> it would take to reach it.  Let's assume a 1% annual growth rate.
> [...]
> Let's get really silly now.  How long until we have so many people
> that the amount of space occupied by people is expanding at the
> speed of light?  About 11,000 years.  Does anyone want to argue
> that this is not an upper bound on human population?

Yes, since you could slow down reproduction (which would happen near the
speed of light anyway) and still expand.

Another matter is that with unchecked reproduction at a constant 1% rate
the pop count would exceed the estimated number of elementary particles in
the universe in about 18,300 years.  That seems a pretty safe upper bound
to me, but then they might discover new hierarchies of sub-elementary
gizmons in the next 183 centuries.

-- 

Lambert Meertens, CWI, Amsterdam; lambert@cwi.nl

tim@ism780c.UUCP (03/27/87)

In an article, lambert@boring.UUCP (Lambert Meertens) writes:
>In article <5818@ism780c.UUCP> tim@ism780c.UUCP (Tim Smith) writes:
>> speed of light?  About 11,000 years.  Does anyone want to argue
>> that this is not an upper bound on human population?
>
>Yes, since you could slow down reproduction (which would happen near the
>speed of light anyway) and still expand.

Oops.  I meant to say "Does anyone want to argue that we can keep up a
one percent growth rate longer than 11,000 years?"

On misc.kids, this started as a discussion about why people wanted large
families.  It soon turned into an argument between those who advocate
population control now, and those who think that more efficient use of
farmland, and perhaps expansion into space, will allow us to maintain
the current population growth rate indefinitely. 
-- 
Tim Smith                               Welcome to Wackyland
uucp: sdcrdcf!ism780!tim                "It can happen here"
Compuserve: 72257,3706                  Pop: 100 nuts and a squirrel
Delphi or GEnie: mnementh

janw@inmet.UUCP (03/28/87)

[tim@ism780c.UUCP ]
>Let's get really silly now.  How long until we have so many people
>that the amount of space occupied by people is expanding at the
>speed of light?  About 11,000 years.  Does anyone want to argue
>that this is not an upper bound on human population?

I do. The physical universe as we know it is not the same as  the
physical  universe our ancestors knew - even 100 years ago, still
more different from 1000 years ago, still more 11,000 years. 
It is arguable that the change accelerates.

Therefore, considerations based even on the most fundamental
principles of modern science cannot be projected too far where
the evolution of the species that discovered them is concerned.

E.g., consider the science-fiction idea of parallel universes.
There is, of course, no reason to predict our heirs will discover
such things and expand into them. Or that they won't.
They'll know far better - we can't predict a damn thing about
them, as our paleolithic ancestors couldn't about us.

Any particular long-term prediction made now is unlikely to  come
true.  And this applies to the prediction that the limit indicat-
ed in the top paragraph will stay valid.

Except in one sense:
>upper bound on  human population?
                 ^^^^^

Our descendants 11,000 hence are unlikely to be human.
Artificial evolution is already beginning to be technically possible.

			Jan Wasilewsky